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UNIVERSITY OF MAKATI
                 J.P.RIZAL EXTENSION, WEST REMBO
                           CITY OF MAKATI



        COLLEGE OF ARTS, SCIENCES AND EDUCATION
         Center for Innovative Education and Sciences


E- NARRATIVE REPORT OF PRACTICE TEACHING EXPERIENCES
                              IN
      UNIVERSITY OF MAKATI HIGHSCHOOL DEPARTMENT
                  1st Semester S.Y. 2012-2013

       In Partial Fulfillment Of The Course Requirement
                    Of The Course Education


                        Submitted To
                      Prof. Gail Montero

                 Prepared And Submitted By
                     Aileen S. Anastacio
                Teacher’s Certificate Program
                        October, 2012
ACKNOWLEDGEMENT
I want to extend my gratitude to those people behind the success of my practice teaching.

          To Prof. Dhang Gavino, my cooperating teacher for the support and kindness, for all the
knowledge and skills that she imparted to me.

             To Prof. Gail Montero , our coach/mentor for the unconditional love that she’s shown us.
Despite of that even she’s not our supervising professor and her hectic schedule, she finds time for us and
willing to lend her precious time for us, give us advices and suggestions just to help us become better in
our teaching endeavor. I and the rest of the class really appreciated it. I really appreciated too the way she
teaches us by using the technology within our reach such as using PowerPoint presentation for the lesson
for us to be easily understood, using email, FB, and even the celphone in order to reach her when she’s not
around. As well also the way she integrates values in every discussion of lesson. I’ve known a lot of teacher
but they wouldn’t do that way.

             To my fellow TCP classmates, for their support and love since the first day we have met each
others. Who gave time to support me in one of the most important part of my life that will affect not just
my future but also my children’s future. I would also like to give my deepest appreciation for their
companion through thick and thin, for always believing in my abilities and for the encouragement that they
have instilled in my mind.

              To my children, my spouse, my in-laws for the undying love and support in spite of all
difficulties. For my children for being considerate in spite that there were time that I could no longer take
care of them. For supplying all the needs that I have and most of all for the greatest love that only they can
give me. They were truly my inspiration.

           Above all, to the Almighty God, for bestowing knowledge and for all the blessings that he has
provided and poured upon me. He has shown his unconditional and pure love by using the people around
me who are able to let me feel that I am loved and cared.
TABLE OF CONTENTS
 I.     PRELIMINARY CONTENTS
        A. TITLE PAGE
        B. ACKNOWLEDGEMENT
        C. TABLE OF CONTENTS
        D. INTRODUCTION

 II.    BODY CONTENT
        A. BACKGROUND OF THE COOPERATING SCHOOL
                1. HISTORY
                2. MISSION VISION STATEMENT
                3. UNIVERSITY OFFICIALS
                4. OBJECTIVES
                5. PHILOSOPHY
                6. UNIVERSITY SEAL
                7. ALMA MATER

 III.   NARRATIVE REPORT
        B. SUMMARY OF MY CLASSROOM TEACHING
                 EXPERIENCES
         C. MY TEACHING DEMO EXPERIENCES


 IV.    TEACHING DEMO CONTENT
        A. MY FINAL DEMONSTARION LESSON PLAN
        B. MY INVITATION
        c. VIDEO CLIPS
        D. FINAL DEMO PHOTO SHOOTS

 IV.    APPENDICES
        A. MY STUDENTS PHOTO SHOOTS
        B. CLASSROOM TEACHING PHOTO SHOOTS
        C. TEACHER’S INSPIRATIONAL QUOTES
INTRODUCTION
        Education is a life-long process of learning and to become an efficient and effective the
strategies, tactics and teaching styles that best suit him/ her.
        It is the time of trial and error and for growing confidence and beginning expertise. It is
not a time of perfection but of striving for competence. Through student teaching, a process
whereby a potential teacher’s confirms to himself/herself and others that he/she as the
resourcefulness to survive with educator, you must first understand the value of continuous
learning because this would be the teacher’s tool in molding individuals into a better and more
competitive one.
        The first major step in moving from amateur status toward gaining competencies that
mark the real professional is the student teaching opportunities to the educational theories
and methods into practice.
        Student teaching is the first and foremost a learning situation. This is the craft before he
or she has to put his/ her skills on the lime in his/her own classroom. This is the student
teachers chance to learn from his mistakes without causing harm to his/her students. This is the
time for him/ her to find out an actual teaching situation, the prospect teacher gain more
experiences that would serve as their credential in their path.
        As we all know, teaching is a noble profession. It requires a long preparation and more
training sessions for them to be equipped in facing the real environment that awaits them in
near future.
         Student teaching serves as an internship in the profession education where
theories, knowledge, attitudes and skills develop through course work
and observation are fused into more meaningful interpretation through practical experience in
actual teaching situation.
BACKGROUND
   OF THE
COOPERATING
  SCHOOL
UNIVERSITY OF MAKATI
                     A BRIEF HISTORY
The University of Makati traces its roots from Makati Polytechnic Community
College, which was founded in 1972. Due to the growing number of curricular
offerings, its status was elevated in 1987 to that of a full-fledged college, and was
then renamed Makati College. Three years later, it was merged with the former Fort
Andres Bonifacio College on January 10, 1990. This event paved the way for the
transformation of the college into a university.

By virtue of Municipal Ordinance No. 433, the Pamantasan ng Makati became a
chartered university on December 19, 1991 under the administration of the former
City Mayor Jejomar C. Binay now a Vice President of the Philippines. On August
27, 2002, City Ordinance 2002-111 was approved amending City Ordinance No. 99-443
revising the Pamantasan ng Makati Charter to change the official name of
Pamantasan ng Makati to University of Makati.
UNIVERSITY OF MAKATI
                  MISSION AND VISION


Mission
To achieve our vision, university of Makati shall mold highly competent
professionals and skilled workers from the children of poor Makati residents
while inculcating in them good moral values and desirable personality
development by offering baccalaureate degree, graduate degree, and non-
degree programs with parallel on campus social, cultural sports and other
co-curricular activities.
Vision
We envision the university of Makati as the primary instrument where
university education and industry training programs interface to mold
Makati youths into productive citizens and it-enabled professionals who are
exposed to the cutting edge of technology in their areas of specialization.
The university shall be the final stage of Makati city's integrated primary
level to university educational system that allows its less-privileged citizens
to compete for high paying job opportunities in its business and industries.
UNIVERSITY OFFICIALS



                                   Prof. Tomas B. Lopez
                                            Jr.
                                       UNIVERSITY
                                        PRESIDENT




                                            Prof. Adelina S. Patriarca     Prof. Raymundo P.
 Dr. Edita I. Chan   Dr. Elyxzur C. Ramos
                                             VICE-PRESIDENT FOR                  Arcega
EXECUTIVE VICE-           UNIVERSITY
                                              ACADEMIC AFFAIRS           VICE-PRESIDENT FOR
   PRESIDENT              SECRETARY
                                                                         ADMINISTRATION AND
                                                                                FINANCE
OFFICES UNDER THE VICE PRESIDENT FOR ACADEMIC AFFAIRS
   Higher School (K to 12)
   Presidential Assistant for Higher School   Dr. Dalisay G. Brawner
   Executive Director                                     Dr. Milagros Lourdes M. Torres
   Principal                                  Dr. Gloria G. Mallari

   Special Graduate Program                              Dr. Ma. Rowella D. Baliao
   Director Accreditation Program                                   Dr. Amelia P. Paje
   Director Research and Library Resource Center         Prof. Bernadette C. Daran
   Director Testing and Admission Center
   and Concurrent Center Secretary of NSTP                           Mr. Niño E. Faustino

    College of Arts, Sciences and Education    Dr. Teresa D. Solero Dean Concurrent Head, Graduate
    Programs
   College of Computer Science                Engr. Estrella O. Chan Dean
   College of Governance and Public Policy    Prof. Ederson Delos Trino Tapia Dean
   College of Technology Management           Prof. Eliseo T. Co Dean
   College of Allied Health Studies                       Dr. Elyxur C. Ramos Dean
   Center for Performing and Digital Arts     Prof. Mary Acel D. German Dean
   Design Center for Nation Building          Prof. Analie T. Sancho Executive Director
   Center for Human Kinesthetic               Prof. Bernardo T. Ombrog Executive Director
   College of Business Administration         Prof. Jose Emmerico P. Cruz Dean
OBJECTIVES
   To offer professional degree programs, non-degree certificate courses and
    work oriented technology-based skills trainings that are attuned to the
    skills and professional requirements and career opportunities available in
    the business and industrial sectors of Makati City and the country's
    economy, in general.
   To produce quality graduates with industry specific skills and professional
    education tailored to the preference and desired level of professionalism
    of Makati-based industries.
   To develop cutting- edge " best-in-country' educational programs in
    major fields of endeavor for the new Millennium.
   To strengthen the teaching, research, administrative and organizational
    capabilities of the University through continuous upgrading of skills and
    academic education of its faculty and administrative staff.
   To implement extension programs with local government and non-
    government organizations to complement Makati City's capability in
    delivering basic government services.
   To lighten the burden of the residents of Makati by subsidizing the cost of
    educating their children while enjoying high quality university education
    that are designed to level the playing fields for the poor but deserving
    students.
INSTITUTIONAL PHILOSOPHY
University of Makati was established to serve as a primary instrument in educating
and training morally upright, self-reliant and community oriented citizens
of Makati city. This is to ensure that those who have less in life will have the
privilege of having equal access to quality tertiary education and skills training
because the city of Makati can afford and is willing to provide priority funding
support.
Through relevant curriculum delivered by a core of professional faculty, university
of Makati develops competent and computer literate graduates who can respond
to the need of the Makati business community and the Philippine economy as it
becomes globally competitive toward the new millennium.
The university of Makati is fully dedicated to training and molding the youth so
that they can assume active leadership in their chosen fields of specialization.
Relative thereto, the city government, the school administrators, faculty
members, and the non-teaching personnel collectively bind themselves in leading
the students to live in accordance with the university vision, mission, goals and
objectives.
THE SEAL



   The TORCH symbolizes the light that guides the University in its devotion to serve the
    nation through instruction, research and community extension.

   The HANDLE OF THE TORCH is divided into three, historically suggesting the progressive
    transformation of the school from Makati Polytechnic Community College to Makati
    College and finally UNIVERSITY OF MAKATI

   The radiant RAYS OF THE TORCH is the geographic pattern of Makati and the 33 barrages
    that the University has pledged to ceaselessly serve.

   The GEAR stands for the business course the University initially offered when it was
    established in 1972. It aims to meet the demands of Makati and to further affirm the city's
    distinctions as the foremost business center of the country.
   The TRIANGLE denotes technology, Industrial Technology, one of the original courses the
    institution developed. The University also aims to utilize all existing technologies in order
    to provide the highest quality of instruction in the academe.
ALMA MATER SONG
        We ch​eer to the alma mater
          The University of Makati
 Rejoice we're here, onward marching
      Be it shine, storm cloud or rain
       Let all our voices keep ringing
      For the glory of our alma mater
   Pride of Makati and our fatherland
        The University proudly stand
      **Arise, thy sons and daughters
  Fill the air with the joy of alma mater
    Resound our gladness and tidings
         Every echo by far and near.
      Hail to thee beloved University
 Faithfully we brace our mind and spirit
   We're proud to be at thy command
        Future builders of this land.
                 ( REPEAT **)
                     Coda:
          Dear University of Makati
          Future Builder of this land
SUMMARY
    OF MY
 CLASSROOM
  TEACHING
EXPERIENCES
CONTINUATION…

          There a lot of things happen during those time of my journey in practice teaching. Mixed emotions.
 I felt nervous but at the same time so happy that at last I’m about to enter the next level of my teaching
career. After pursuing the 24 educational units in teaching here also in Umak and hopefully passing the
Licensure Exam for Teachers, now I could be able to apply those concepts and principles of teaching that I’ve
learned .

       My field of Specialization is Mathematics so I was assigned to Math Department under Prof. Dhang
Gavino. She handles nine section and we’re three practice teaching students assigned to her. Two of them are
from undergraduate BS Secondary Math. Honestly I’m not comfortable working with the other one. Maybe
because she acted that she knows a lot. And she’s quite domineering. Anyway, acting professionally I just
ignored the way she treats me. I let myself focus on my students rather than her.

        First week of my practice teaching, my co-operating teacher, Prof. Dhang Gavino
let me see and feel first the environment inside her classroom and observed the diversity of students. And
then she introduced me in front of the class. She also thought me that to imposed class policies/ rules and
routines at the very beginning of the class.

        During the first week of my observation I noticed her approach was not totally a high school setting
approach for all I know k-12 is still under basic education. She applied more of a college approach. She started
the lesson with a review of the previous topic and checking of assignments. Then followed by introduction of
the new topic. But before she do that she already written it on the board together the sample problem to be
solved by her. Then afterwards she gave seat works and assignments . By the way, in introducing a new topic
she told us to not forget the significance of the purpose of the lesson about in real life. Although she
encouraged her class to get involved in participation, no offense but for me I find her strategy a bit
traditional . She’s very particular only in the lesson proper. No opening prayers, no visual motivation and the
likes. Anyway somehow there were times she integrates joking times in terms of using the popular “ pick up
lines” to elicit boringness of the topic. She let couple of students to do that..
CONTINUATION…

          The following days she let me handle her class without giving assistance only a module of what
 lesson to be thought. She just encouraged to do the same way but don’t imitate her as it is. She told
 me to make my own strategy on how to get the interest of the students in the lesson about.
          At first, it’s hard for me because I still consider myself neophyte when it comes in teaching. The
 first time I wrote on the board , I feel the giantness of it maybe because or shall we say the board is too
 high for me , I still need to wear a 3inches hilled shoes ( hehe). Anyway , the good part of it she
 appreciated much my penmanship on the board.
          Another horrifying things happen to me is, there were times that I ‘m lost maybe because I’m
 still adjusting with the topic that requires me to review it first before I discussed it. When I’m talking
 there were times that I feel dehydrated in the middle of discussion. And my voice, it overpowered by
 the environment outside the classroom. So that’s why some students especially at the back seats and
 those students that are not behaving well says that my voice is not clear enough to understand. Hah!!! I
 feel exhausted those times.
          On the other hand, the following weeks, when she’s not around , I take charged at the two
 sections she assigned to me which is the BTC-C1B and BTC-C1C. Using that opportunity that she’s not
 around gave me the chance to practice and develop my teaching without hesitation.
          Eventually I let myself improved those things above. I could be able to discussed well the lesson
 to my students .I feel so fulfilled whenever I saw their full participation and when they ask queries that
 means showing that they’re interested to learn more. And knowing that they appreciated the way I
 thought them means I was able to help them giving my best .
CONTINUATION…

          Discipline is part of the classroom management, although there were circumstance
  that there were students not behaving well. I just manage myself to be more patient and
  flexible . As much as possible I don’t shout at them when they becoming unruly . I just call
  their attention in a nice manner. Tapping my shoes or tapping the eraser on the board
  was enough. And then make a short sermon to wake up them.

          When my final demonstration came. I ‘m very grateful to my students because they
  have given me their full support, although some of them especially those students at the
  back seen by Dr. Torres not behaving well. Actually there are lot of things happen before
  and on my final demo. My lesson plan was not properly planned in short I’m not that
  prepared at all because one week before the demo I took a licensure exam for teachers.
  My co-operating teacher was not there. Anyway, even she’s not around, my students
  came all yet didn’t expect them to come all because they have still classes during that
  time. I just requested those who are willing only to attend my demo of at least 30
  students. My fellow TCP classmates were also there to support me. So my worryness
  enlighten and able to continue execute the lesson..And at last it all done despite of all
  difficulties..It was a success!!!

         When my last week came, that’s the time I felt so sad, in a way that I will not be
  able to help them anymore in times of lesson that contains complicated problem . And I
  will not be their student teacher anymore. But I just take it positively, that it is not the end
  but it was just about the start of my career as a Teacher.
MY TEACHING
    DEMO
EXPERIENCES
THE DAYS BEFORE “THE FINAL DEMO”
October 7, 2012 Sunday                                    October 8, 2012 Monday
   It was Sunday and I felt quite nervous because I         I went to school with my invitation to be distributed
    wasn‟t that prepared. My lesson plan was still in         to those panelists. I didn‟t know what will happen to
    mess and yet I was scheduled to make my                   me that day because I already advised Ms. Juvy
    teaching demo the next day at 5 in the afternoon.         that I am going to have my final demo that day. And
    I was stack in thinking of what motivation should I       yet I‟m still not prepared at all . I asked Ms. Juvy to
    present to that‟s why I didn‟t able to send my            allow me to resched my demo the other day which
    lesson plan to Ms. Gail for her to counter check it       was Wednesday. She didn‟t refuse me but she‟s not
    for any correction. And my invitation still not           available in the said date. So that‟s why I move it on
    submitted. That‟s why it comes to my mind to              Tuesday earlier than 5 in the afternoon.
    reschedule my demo. It was really a hard day for
    me…cramming…cramming and cramming!!!                     Hayyyy!!! I thought it was my final teaching demo. I
                                                              resched it the following day and that was Tuesday
                                                              but 4 in the afternoon. I come to decide it to give
                                                              time for myself to orient first my students of what
                                                              will be they‟re going to do. But I came in the middle
                                                              of losing hope because the students or the class
                                                              that I‟ll be conducting my demo were not available
                                                              that said time. Each of them has an elective from 1
                                                              to 5 and after 5 they have also classes too. Tsk…so
                                                              that‟s why I had to ask them first permission to their
                                                              professor to allow them to exit as early as 4 pm.
OCTOBER 9, 2012 TUESDAY
    DEMONSTRATION DAY!!!
   The time has come! I felt haggard that day. I woke early to finalize my lesson plan. Last to the minute I
    decided to modify it again. I inserted video clips between review and motivation. I deleted some activities
    like board work and group task to maximize the time of my demo.
   I went to school at 1:00pm to prepare for the set-up of my demo. I felt it was an execution day for me. I
    had to wait for Ms. Juvy at 2:00pm to borrow a projector that I‟ll be using in my presentation. So while I
    was waiting for Ms. Juvy I ordered the food that I‟ll be going to served to my observer. I went to the
    classroom to set up the chairs but unfortunately, t he room that we were going to use that day was
    assigned for those who will took a departmentalized exam so I have to look for other vacant room.
   I didn‟t know what to do that day…but I preferred to stay calm. I asked help to my fellow TCP
    classmates, Sir Nelson and Ma‟am Paz. They helped me to find a vacant classroom. They help me to
    prepare the food, the whole set- up and everything!
   Around 3pm... I called one of my students to sure if they will come. I Ask them only I need is at least 20
    students to participate. But surprisingly all of them attended. They were 55 in all. While waiting, I ask them
    their full participation and cooperation to become behave during my demo. And they promised me that
    they will behave and participate as long as they can and I‟m flattered with them. They were all wishing me
    good luck and telling me that I can do it.
   When the times becoming nearer...my adrenalin too was getting low. I felt that I was lost my composure
    due to what happen that day. When Ms. Gavino, my cooperating teacher texted me that she couldn‟t be
    able to come on my demo because according to her she„s sick. Felt exhausted but I have to stay calm.
    It was already 4pm and still no one of the critique was there. I asked my friend Nelson and Paz to help
    me, so they went to the office to check Ms. Juvy if she‟s there already. And Ms. Juvy came. After a while
    Dr. Torres came too. Though I gave her an invitation but I didn‟t expect her to come
CONTINUATION………


    Then I started my demo at 4:30 pm. I began my demo with a prayer and the necessary preparatory
     routines inside the classroom. Then afterwards I started the lesson with a review first of the pre-requisite
     topic of the lesson about. I cited samples of that topic in my presentation and ask them to identify which
     is a quadratic equation and not. Then I let them watch the video clips relevant to the topic and ask them
     to tell something about it afterwards. After that I gave them a board work activity solving an equation. I
     call on 6 students to answer on the board and explain their answer afterwards.
    Then followed by the lesson proper which was the application of quadratic equation in solving word
     problem. I cited two samples on my presentation. But before I solved it, I present to them the steps on
     how to solve it. Then I applied it by solving it on the board. Then after that, I gave them seatwork to work
     on. Then I ask them to pass it accordingly after they have done.
    In my generalization I reminded them to memorize the quadratic formula because it‟s the key to be able
     for them to solve complicated quadratic equation. Then after that I ask them to copy their assignments.
    At the end of my demo, I decided to show them another video clips of one way to memorize the formula
     but beyond my knowledge, in which inserting another item in actual demo which was not indicated in my
     lesson plan according to Dr. Torres was erroneous already.
    Finally my teaching demo was done! Although there are some minus points, I‟m happy enough with my
     strong points. Anyway there‟s nobody perfect, It wouldn‟t just happen overtime. Thru Dr. Torres
     critiques, I know that would be the start of becoming better knowing your points that needs for
     improvement and believed on my strong points.
    I‟m thanking God for giving me the wisdom, strength and courage to stay calm as well as friends who
     stay there and friends out there who gave me support. Thanks to them, I couldn‟t able to do it with
     myself only.
MY INVITATION

You are cordially
Invited in a
Final teaching demo
MY LESSON PLAN
                                                                               LEARNING PROCEDURE
                                                                               REVIEW
                                                                               Begin by reminding the students what they have learned so far about quadratic
   OBJECTIVES                                                                  equations
                                                                               Ask them some questions to get everyone thinking about quadratics such as:
   At the end of the lesson, the students will be able to
                                                                            
   Form and solve quadratic equations.                                        What is a quadratic equation?
   Solve quadratic equation using quadratic formula                                            definition of the quadratic equation
   Apply the concept of quadratic formula in solving number word problem      A quadratic equation is an equation that has a second-degree term and no higher
    involving quadratic equation.                                               terms.
                                                                               A second-degree term is a variable raised to the second power.
                                                                               The term comes from the Latin word quadratus meaning squared.

                                                                            
   SUBJECT MATTER                                                          
                                                                              What is the general form being used in a quadratic equation?
   TOPIC:                                                                  
   APPLICATIONS OF QUADRATIC FORMULA IN SOLVING NUMBER                                          The general form of a quadratic equation is:
    WORD PROBLEM                                                                                                  ax2+bx+c=0
                                                                                                In this equation, x represents a variable whereas a, b, and c are
                                                                                                  constants with a not equal to 0. If the value of a is 0, the equation
   REFERENCES                                                                                    will become a linear equation. (To elaborate the equation
   Intermediate Algebra by Soledad Jose-Dilao and Julieta Bernabe                                more, a is the quadratic coefficient, b is the linear
   Mathematics Workbook by Monina Velayo                                                         coefficient, and c is the constant or free term. )
                                                                            
   Materials
                                                                               Provide cues of different equation using slides. Ask them to identify which is in the
   Projector for PPT presentation of the lesson                                form of quadratic equation and which is not.
                                                                               Ex.           1. X^2 = 0
                                                                               x (x + 3 ) - 5= 0
                                                                               (x + 3) + 8 = 0
                                                                               4. t^2-2t + 1 = 0
                                                                               5. x + 3X = 0
                                                                               6. 2( b + 3)^2 =0
                                                                               7. 4x^2 – 2 = 0
                                                                               8. 4x^4 + x^2+x + 2= 0
                                                                            
                                                                                            Answers: 1, 2, 4, 6, 7 are quadratic equations
                                                                            
                                                                               What are the methods use in solving those quadratic equation?
                                                                            
                                                                                                 The methods for solving these equations include
                                                                                                  graphing, extracting roots,factoring, completing the square, and
                                                                                                  most commonly, the quadratic formula. (but deals only in using
                                                                                                  quadratic formula)
CONTINUATION….

    MOTIVATION
                                                                                                      LESSON PROPER

                                                                                                   
    Where the quadratic formula is                                                                   APPLICATIONS OF QUADRATIC FORMULA IN SOLVING NUMBER WORD
                                                                                                      PROBLEM
                       Give them have an activity a sort of review of the previous                   Most quadratic word problems should seem very familiar, as they are built from the
                        lesson in solving quadratic equation by quadratic formula.                     linear problems that you've done in the past.
                                                                                                     Steps in solving word problem involving Quadratic Equation using Quadratic
                       Let them watch first a short video clip of a quadratic formula                 Formula.
                        then ask afterwards what does video clip means.                               Translate each phrases in the problem
                                                                                                     Simplify the resulting equation
                       Apply the concept of using quadratic formula . Call a students                Ensure that it would arrived in a general form
                        who will solve on the board. They are going to solve the                      Identify values of a, b ,and c
                        quadratic equation below to find the meaning of the phobias
                                                                                                      Solve using quadratic formula
                        stated in the first column to match the other column the roots
                        or the solution of such equation and that includes the meaning                Then check by substituting the resulting values in the original equation
                        of such phobias.                                                              Ex.1
                                                                                                     If the square of a number is added to 3 times the number, the sum is 108. Find the
    Some people fear of specific things like heights, snake, and darkness. These                      number.
     strong fears are called phobias. There‟s also such thing that fear of math. But               
     able to find out the solution to the equation below you don‟t have to worry.                     Soln.
     Algebra/ math/ quadratic equation is nothing to fear. To find out what each                   
     phobia means. Solve for the roots of the quadratic equation using quadratic
                                                                                                      Let x be the number
     formula. Show your solution .
                                                                                                      X^2 +3x =108

                                                                                                   
    Eisoptrophobia                       X^2 +x =6             -3/4 , 3     fear of beautiful
     women                                                                                            X^2 + 3x – 108 = 0
                                                                                                  

    Venusthrophobia12x^2 + x – 6 = 0                             2, -2/3    fear of being            A = 1 , b = 3, c = -108
     w/out celphone                                                                                

                                                                                                     Solve using quadratic formula
    Penteraphobia                        X^2 – 20 = x           -3 , 2      fear of mirrors       

                                                                                                  

    Gymnophobia                          6x^2 – 5x – 4 =0      4/3 , -1/2     fear of nudity                  -b (+ -) b^2 -4ac
                                                                                                     X=
    Nanophobia3x^2 – 4x - 4 = 0          5 , -4   fear of mother – in – law                                        2a
                                                                                                  

    Chrematophobia         5x^2 + 8x = 0                       1, - 8/5     fear of money            X =-12,    x=9
                                                                                                      Then check,
                                                                                                   
    Answers : 1. (-3 , 2) 2. (-3/4 , 2/3) 3. (5 , -4) 4. (-3/4 , 2/3) 5. (2, -2/3) 6. (0, -8/5)      (-12)^2 + 3(-12) – 108 = 0      (-9)^2 + 3(9) – 108 =0
                                                                                                     144 – 36 – 108 = 0              81 + 27 -108 = 0
                                                                                                      0=0                             0=0
CONTINUATION….



  ASSESMENT
     1.If a number is added to its square, the result is 42. Find the number.

      2. If the product of two consecutive odd integers is decreased by 3, the result is 12.
               Find the integers.

  Generalization
     At the end of the activity, on a piece of paper ask the class to write down the things
     they’ve learned today
     Let students know that the simplest way to solve a quadratic equation for the value
     of x is to factor the quadratic. But sometimes the quadratic is too messy, most
     second-degree equations are more difficult to solve, and cannot be solved by simple
     factoring. On the other hand, the Quadratic Formula always works . .

  Follow Up Assessment (Homework)
      1. One number is 5 greater than another number. If the sum of their squares is 5
      times the square of the smaller number. What are the numbers?

      2. Find two consecutive integers whose product is 42.
THE VIDEO CLIPS I INSERTED IN MY LESSON PLAN FOR THEM TO EASILY
                 RECALL THE QUADRATIC FORMULA




                      JUST CLICK IT TO PLAY
FINAL DEMO PHOTO SHOOTS
MY STUDENTS
BTC-C1B & BTC-C1C
 PHOTO SHOOTS
BTC- C1B CLASS
BTC- C1C CLASS
INSIDE & OUTSIDE CLASSROOM
CLASSROOM TEACHING PHOTO SHOOTS
INSPIRATIONAL
TEACHER’S QUOTES
“A hundred years from now it will not
     matter what my bank account was, the
     sort of house I lived in, or the kind of car
     I drove... but the world may be different
     because I was important in the life of a
     child.”
     Forest E. Witcraft (1894-1967);            No printed word, nor spoken plea can
     Teacher, Scholar                           teach young minds what they should be.
                                                Not all the books on all the shelves –
                                                but what the teachers are themselves.”
“An understanding heart is everything in a Rudyard Kipling Quotes
teacher, and cannot be esteemed highly
enough. One looks back with appreciation
to the brilliant teachers, but with gratitude to
those who touched our human feeling. The
curriculum is so much necessary raw
material, but warmth is the vital element for “The mediocre teacher tells. The good
the growing plant and for the soul of the        teacher explains. The superior teacher
child.”                                          demonstrates. The great teacher
Carl Gustav Jung (1875-1961);                    inspires.”
Founder Of Analytical Psychology                 William A. Ward Quotes

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My Practice Teaching - E narrative presentation

  • 1. UNIVERSITY OF MAKATI J.P.RIZAL EXTENSION, WEST REMBO CITY OF MAKATI COLLEGE OF ARTS, SCIENCES AND EDUCATION Center for Innovative Education and Sciences E- NARRATIVE REPORT OF PRACTICE TEACHING EXPERIENCES IN UNIVERSITY OF MAKATI HIGHSCHOOL DEPARTMENT 1st Semester S.Y. 2012-2013 In Partial Fulfillment Of The Course Requirement Of The Course Education Submitted To Prof. Gail Montero Prepared And Submitted By Aileen S. Anastacio Teacher’s Certificate Program October, 2012
  • 3. I want to extend my gratitude to those people behind the success of my practice teaching. To Prof. Dhang Gavino, my cooperating teacher for the support and kindness, for all the knowledge and skills that she imparted to me. To Prof. Gail Montero , our coach/mentor for the unconditional love that she’s shown us. Despite of that even she’s not our supervising professor and her hectic schedule, she finds time for us and willing to lend her precious time for us, give us advices and suggestions just to help us become better in our teaching endeavor. I and the rest of the class really appreciated it. I really appreciated too the way she teaches us by using the technology within our reach such as using PowerPoint presentation for the lesson for us to be easily understood, using email, FB, and even the celphone in order to reach her when she’s not around. As well also the way she integrates values in every discussion of lesson. I’ve known a lot of teacher but they wouldn’t do that way. To my fellow TCP classmates, for their support and love since the first day we have met each others. Who gave time to support me in one of the most important part of my life that will affect not just my future but also my children’s future. I would also like to give my deepest appreciation for their companion through thick and thin, for always believing in my abilities and for the encouragement that they have instilled in my mind. To my children, my spouse, my in-laws for the undying love and support in spite of all difficulties. For my children for being considerate in spite that there were time that I could no longer take care of them. For supplying all the needs that I have and most of all for the greatest love that only they can give me. They were truly my inspiration. Above all, to the Almighty God, for bestowing knowledge and for all the blessings that he has provided and poured upon me. He has shown his unconditional and pure love by using the people around me who are able to let me feel that I am loved and cared.
  • 4. TABLE OF CONTENTS I. PRELIMINARY CONTENTS A. TITLE PAGE B. ACKNOWLEDGEMENT C. TABLE OF CONTENTS D. INTRODUCTION II. BODY CONTENT A. BACKGROUND OF THE COOPERATING SCHOOL 1. HISTORY 2. MISSION VISION STATEMENT 3. UNIVERSITY OFFICIALS 4. OBJECTIVES 5. PHILOSOPHY 6. UNIVERSITY SEAL 7. ALMA MATER III. NARRATIVE REPORT B. SUMMARY OF MY CLASSROOM TEACHING EXPERIENCES C. MY TEACHING DEMO EXPERIENCES IV. TEACHING DEMO CONTENT A. MY FINAL DEMONSTARION LESSON PLAN B. MY INVITATION c. VIDEO CLIPS D. FINAL DEMO PHOTO SHOOTS IV. APPENDICES A. MY STUDENTS PHOTO SHOOTS B. CLASSROOM TEACHING PHOTO SHOOTS C. TEACHER’S INSPIRATIONAL QUOTES
  • 5. INTRODUCTION Education is a life-long process of learning and to become an efficient and effective the strategies, tactics and teaching styles that best suit him/ her. It is the time of trial and error and for growing confidence and beginning expertise. It is not a time of perfection but of striving for competence. Through student teaching, a process whereby a potential teacher’s confirms to himself/herself and others that he/she as the resourcefulness to survive with educator, you must first understand the value of continuous learning because this would be the teacher’s tool in molding individuals into a better and more competitive one. The first major step in moving from amateur status toward gaining competencies that mark the real professional is the student teaching opportunities to the educational theories and methods into practice. Student teaching is the first and foremost a learning situation. This is the craft before he or she has to put his/ her skills on the lime in his/her own classroom. This is the student teachers chance to learn from his mistakes without causing harm to his/her students. This is the time for him/ her to find out an actual teaching situation, the prospect teacher gain more experiences that would serve as their credential in their path. As we all know, teaching is a noble profession. It requires a long preparation and more training sessions for them to be equipped in facing the real environment that awaits them in near future. Student teaching serves as an internship in the profession education where theories, knowledge, attitudes and skills develop through course work and observation are fused into more meaningful interpretation through practical experience in actual teaching situation.
  • 6. BACKGROUND OF THE COOPERATING SCHOOL
  • 7. UNIVERSITY OF MAKATI A BRIEF HISTORY The University of Makati traces its roots from Makati Polytechnic Community College, which was founded in 1972. Due to the growing number of curricular offerings, its status was elevated in 1987 to that of a full-fledged college, and was then renamed Makati College. Three years later, it was merged with the former Fort Andres Bonifacio College on January 10, 1990. This event paved the way for the transformation of the college into a university. By virtue of Municipal Ordinance No. 433, the Pamantasan ng Makati became a chartered university on December 19, 1991 under the administration of the former City Mayor Jejomar C. Binay now a Vice President of the Philippines. On August 27, 2002, City Ordinance 2002-111 was approved amending City Ordinance No. 99-443 revising the Pamantasan ng Makati Charter to change the official name of Pamantasan ng Makati to University of Makati.
  • 8. UNIVERSITY OF MAKATI MISSION AND VISION Mission To achieve our vision, university of Makati shall mold highly competent professionals and skilled workers from the children of poor Makati residents while inculcating in them good moral values and desirable personality development by offering baccalaureate degree, graduate degree, and non- degree programs with parallel on campus social, cultural sports and other co-curricular activities. Vision We envision the university of Makati as the primary instrument where university education and industry training programs interface to mold Makati youths into productive citizens and it-enabled professionals who are exposed to the cutting edge of technology in their areas of specialization. The university shall be the final stage of Makati city's integrated primary level to university educational system that allows its less-privileged citizens to compete for high paying job opportunities in its business and industries.
  • 9. UNIVERSITY OFFICIALS Prof. Tomas B. Lopez Jr. UNIVERSITY PRESIDENT Prof. Adelina S. Patriarca Prof. Raymundo P. Dr. Edita I. Chan Dr. Elyxzur C. Ramos VICE-PRESIDENT FOR Arcega EXECUTIVE VICE- UNIVERSITY ACADEMIC AFFAIRS VICE-PRESIDENT FOR PRESIDENT SECRETARY ADMINISTRATION AND FINANCE
  • 10. OFFICES UNDER THE VICE PRESIDENT FOR ACADEMIC AFFAIRS  Higher School (K to 12)  Presidential Assistant for Higher School Dr. Dalisay G. Brawner  Executive Director Dr. Milagros Lourdes M. Torres  Principal Dr. Gloria G. Mallari  Special Graduate Program Dr. Ma. Rowella D. Baliao  Director Accreditation Program Dr. Amelia P. Paje  Director Research and Library Resource Center Prof. Bernadette C. Daran  Director Testing and Admission Center  and Concurrent Center Secretary of NSTP Mr. Niño E. Faustino College of Arts, Sciences and Education Dr. Teresa D. Solero Dean Concurrent Head, Graduate Programs  College of Computer Science Engr. Estrella O. Chan Dean  College of Governance and Public Policy Prof. Ederson Delos Trino Tapia Dean  College of Technology Management Prof. Eliseo T. Co Dean  College of Allied Health Studies Dr. Elyxur C. Ramos Dean  Center for Performing and Digital Arts Prof. Mary Acel D. German Dean  Design Center for Nation Building Prof. Analie T. Sancho Executive Director  Center for Human Kinesthetic Prof. Bernardo T. Ombrog Executive Director  College of Business Administration Prof. Jose Emmerico P. Cruz Dean
  • 11. OBJECTIVES  To offer professional degree programs, non-degree certificate courses and work oriented technology-based skills trainings that are attuned to the skills and professional requirements and career opportunities available in the business and industrial sectors of Makati City and the country's economy, in general.  To produce quality graduates with industry specific skills and professional education tailored to the preference and desired level of professionalism of Makati-based industries.  To develop cutting- edge " best-in-country' educational programs in major fields of endeavor for the new Millennium.  To strengthen the teaching, research, administrative and organizational capabilities of the University through continuous upgrading of skills and academic education of its faculty and administrative staff.  To implement extension programs with local government and non- government organizations to complement Makati City's capability in delivering basic government services.  To lighten the burden of the residents of Makati by subsidizing the cost of educating their children while enjoying high quality university education that are designed to level the playing fields for the poor but deserving students.
  • 12. INSTITUTIONAL PHILOSOPHY University of Makati was established to serve as a primary instrument in educating and training morally upright, self-reliant and community oriented citizens of Makati city. This is to ensure that those who have less in life will have the privilege of having equal access to quality tertiary education and skills training because the city of Makati can afford and is willing to provide priority funding support. Through relevant curriculum delivered by a core of professional faculty, university of Makati develops competent and computer literate graduates who can respond to the need of the Makati business community and the Philippine economy as it becomes globally competitive toward the new millennium. The university of Makati is fully dedicated to training and molding the youth so that they can assume active leadership in their chosen fields of specialization. Relative thereto, the city government, the school administrators, faculty members, and the non-teaching personnel collectively bind themselves in leading the students to live in accordance with the university vision, mission, goals and objectives.
  • 13. THE SEAL  The TORCH symbolizes the light that guides the University in its devotion to serve the nation through instruction, research and community extension.  The HANDLE OF THE TORCH is divided into three, historically suggesting the progressive transformation of the school from Makati Polytechnic Community College to Makati College and finally UNIVERSITY OF MAKATI  The radiant RAYS OF THE TORCH is the geographic pattern of Makati and the 33 barrages that the University has pledged to ceaselessly serve.  The GEAR stands for the business course the University initially offered when it was established in 1972. It aims to meet the demands of Makati and to further affirm the city's distinctions as the foremost business center of the country.  The TRIANGLE denotes technology, Industrial Technology, one of the original courses the institution developed. The University also aims to utilize all existing technologies in order to provide the highest quality of instruction in the academe.
  • 14. ALMA MATER SONG We ch​eer to the alma mater The University of Makati Rejoice we're here, onward marching Be it shine, storm cloud or rain Let all our voices keep ringing For the glory of our alma mater Pride of Makati and our fatherland The University proudly stand **Arise, thy sons and daughters Fill the air with the joy of alma mater Resound our gladness and tidings Every echo by far and near. Hail to thee beloved University Faithfully we brace our mind and spirit We're proud to be at thy command Future builders of this land. ( REPEAT **) Coda: Dear University of Makati Future Builder of this land
  • 15. SUMMARY OF MY CLASSROOM TEACHING EXPERIENCES
  • 16. CONTINUATION… There a lot of things happen during those time of my journey in practice teaching. Mixed emotions. I felt nervous but at the same time so happy that at last I’m about to enter the next level of my teaching career. After pursuing the 24 educational units in teaching here also in Umak and hopefully passing the Licensure Exam for Teachers, now I could be able to apply those concepts and principles of teaching that I’ve learned . My field of Specialization is Mathematics so I was assigned to Math Department under Prof. Dhang Gavino. She handles nine section and we’re three practice teaching students assigned to her. Two of them are from undergraduate BS Secondary Math. Honestly I’m not comfortable working with the other one. Maybe because she acted that she knows a lot. And she’s quite domineering. Anyway, acting professionally I just ignored the way she treats me. I let myself focus on my students rather than her. First week of my practice teaching, my co-operating teacher, Prof. Dhang Gavino let me see and feel first the environment inside her classroom and observed the diversity of students. And then she introduced me in front of the class. She also thought me that to imposed class policies/ rules and routines at the very beginning of the class. During the first week of my observation I noticed her approach was not totally a high school setting approach for all I know k-12 is still under basic education. She applied more of a college approach. She started the lesson with a review of the previous topic and checking of assignments. Then followed by introduction of the new topic. But before she do that she already written it on the board together the sample problem to be solved by her. Then afterwards she gave seat works and assignments . By the way, in introducing a new topic she told us to not forget the significance of the purpose of the lesson about in real life. Although she encouraged her class to get involved in participation, no offense but for me I find her strategy a bit traditional . She’s very particular only in the lesson proper. No opening prayers, no visual motivation and the likes. Anyway somehow there were times she integrates joking times in terms of using the popular “ pick up lines” to elicit boringness of the topic. She let couple of students to do that..
  • 17. CONTINUATION… The following days she let me handle her class without giving assistance only a module of what lesson to be thought. She just encouraged to do the same way but don’t imitate her as it is. She told me to make my own strategy on how to get the interest of the students in the lesson about. At first, it’s hard for me because I still consider myself neophyte when it comes in teaching. The first time I wrote on the board , I feel the giantness of it maybe because or shall we say the board is too high for me , I still need to wear a 3inches hilled shoes ( hehe). Anyway , the good part of it she appreciated much my penmanship on the board. Another horrifying things happen to me is, there were times that I ‘m lost maybe because I’m still adjusting with the topic that requires me to review it first before I discussed it. When I’m talking there were times that I feel dehydrated in the middle of discussion. And my voice, it overpowered by the environment outside the classroom. So that’s why some students especially at the back seats and those students that are not behaving well says that my voice is not clear enough to understand. Hah!!! I feel exhausted those times. On the other hand, the following weeks, when she’s not around , I take charged at the two sections she assigned to me which is the BTC-C1B and BTC-C1C. Using that opportunity that she’s not around gave me the chance to practice and develop my teaching without hesitation. Eventually I let myself improved those things above. I could be able to discussed well the lesson to my students .I feel so fulfilled whenever I saw their full participation and when they ask queries that means showing that they’re interested to learn more. And knowing that they appreciated the way I thought them means I was able to help them giving my best .
  • 18. CONTINUATION… Discipline is part of the classroom management, although there were circumstance that there were students not behaving well. I just manage myself to be more patient and flexible . As much as possible I don’t shout at them when they becoming unruly . I just call their attention in a nice manner. Tapping my shoes or tapping the eraser on the board was enough. And then make a short sermon to wake up them. When my final demonstration came. I ‘m very grateful to my students because they have given me their full support, although some of them especially those students at the back seen by Dr. Torres not behaving well. Actually there are lot of things happen before and on my final demo. My lesson plan was not properly planned in short I’m not that prepared at all because one week before the demo I took a licensure exam for teachers. My co-operating teacher was not there. Anyway, even she’s not around, my students came all yet didn’t expect them to come all because they have still classes during that time. I just requested those who are willing only to attend my demo of at least 30 students. My fellow TCP classmates were also there to support me. So my worryness enlighten and able to continue execute the lesson..And at last it all done despite of all difficulties..It was a success!!! When my last week came, that’s the time I felt so sad, in a way that I will not be able to help them anymore in times of lesson that contains complicated problem . And I will not be their student teacher anymore. But I just take it positively, that it is not the end but it was just about the start of my career as a Teacher.
  • 19. MY TEACHING DEMO EXPERIENCES
  • 20. THE DAYS BEFORE “THE FINAL DEMO” October 7, 2012 Sunday October 8, 2012 Monday  It was Sunday and I felt quite nervous because I  I went to school with my invitation to be distributed wasn‟t that prepared. My lesson plan was still in to those panelists. I didn‟t know what will happen to mess and yet I was scheduled to make my me that day because I already advised Ms. Juvy teaching demo the next day at 5 in the afternoon. that I am going to have my final demo that day. And I was stack in thinking of what motivation should I yet I‟m still not prepared at all . I asked Ms. Juvy to present to that‟s why I didn‟t able to send my allow me to resched my demo the other day which lesson plan to Ms. Gail for her to counter check it was Wednesday. She didn‟t refuse me but she‟s not for any correction. And my invitation still not available in the said date. So that‟s why I move it on submitted. That‟s why it comes to my mind to Tuesday earlier than 5 in the afternoon. reschedule my demo. It was really a hard day for me…cramming…cramming and cramming!!!  Hayyyy!!! I thought it was my final teaching demo. I resched it the following day and that was Tuesday but 4 in the afternoon. I come to decide it to give time for myself to orient first my students of what will be they‟re going to do. But I came in the middle of losing hope because the students or the class that I‟ll be conducting my demo were not available that said time. Each of them has an elective from 1 to 5 and after 5 they have also classes too. Tsk…so that‟s why I had to ask them first permission to their professor to allow them to exit as early as 4 pm.
  • 21. OCTOBER 9, 2012 TUESDAY DEMONSTRATION DAY!!!  The time has come! I felt haggard that day. I woke early to finalize my lesson plan. Last to the minute I decided to modify it again. I inserted video clips between review and motivation. I deleted some activities like board work and group task to maximize the time of my demo.  I went to school at 1:00pm to prepare for the set-up of my demo. I felt it was an execution day for me. I had to wait for Ms. Juvy at 2:00pm to borrow a projector that I‟ll be using in my presentation. So while I was waiting for Ms. Juvy I ordered the food that I‟ll be going to served to my observer. I went to the classroom to set up the chairs but unfortunately, t he room that we were going to use that day was assigned for those who will took a departmentalized exam so I have to look for other vacant room.  I didn‟t know what to do that day…but I preferred to stay calm. I asked help to my fellow TCP classmates, Sir Nelson and Ma‟am Paz. They helped me to find a vacant classroom. They help me to prepare the food, the whole set- up and everything!  Around 3pm... I called one of my students to sure if they will come. I Ask them only I need is at least 20 students to participate. But surprisingly all of them attended. They were 55 in all. While waiting, I ask them their full participation and cooperation to become behave during my demo. And they promised me that they will behave and participate as long as they can and I‟m flattered with them. They were all wishing me good luck and telling me that I can do it.  When the times becoming nearer...my adrenalin too was getting low. I felt that I was lost my composure due to what happen that day. When Ms. Gavino, my cooperating teacher texted me that she couldn‟t be able to come on my demo because according to her she„s sick. Felt exhausted but I have to stay calm. It was already 4pm and still no one of the critique was there. I asked my friend Nelson and Paz to help me, so they went to the office to check Ms. Juvy if she‟s there already. And Ms. Juvy came. After a while Dr. Torres came too. Though I gave her an invitation but I didn‟t expect her to come
  • 22. CONTINUATION………  Then I started my demo at 4:30 pm. I began my demo with a prayer and the necessary preparatory routines inside the classroom. Then afterwards I started the lesson with a review first of the pre-requisite topic of the lesson about. I cited samples of that topic in my presentation and ask them to identify which is a quadratic equation and not. Then I let them watch the video clips relevant to the topic and ask them to tell something about it afterwards. After that I gave them a board work activity solving an equation. I call on 6 students to answer on the board and explain their answer afterwards.  Then followed by the lesson proper which was the application of quadratic equation in solving word problem. I cited two samples on my presentation. But before I solved it, I present to them the steps on how to solve it. Then I applied it by solving it on the board. Then after that, I gave them seatwork to work on. Then I ask them to pass it accordingly after they have done.  In my generalization I reminded them to memorize the quadratic formula because it‟s the key to be able for them to solve complicated quadratic equation. Then after that I ask them to copy their assignments.  At the end of my demo, I decided to show them another video clips of one way to memorize the formula but beyond my knowledge, in which inserting another item in actual demo which was not indicated in my lesson plan according to Dr. Torres was erroneous already.  Finally my teaching demo was done! Although there are some minus points, I‟m happy enough with my strong points. Anyway there‟s nobody perfect, It wouldn‟t just happen overtime. Thru Dr. Torres critiques, I know that would be the start of becoming better knowing your points that needs for improvement and believed on my strong points.  I‟m thanking God for giving me the wisdom, strength and courage to stay calm as well as friends who stay there and friends out there who gave me support. Thanks to them, I couldn‟t able to do it with myself only.
  • 23. MY INVITATION You are cordially Invited in a Final teaching demo
  • 24. MY LESSON PLAN  LEARNING PROCEDURE  REVIEW  Begin by reminding the students what they have learned so far about quadratic  OBJECTIVES equations  Ask them some questions to get everyone thinking about quadratics such as:  At the end of the lesson, the students will be able to   Form and solve quadratic equations.  What is a quadratic equation?  Solve quadratic equation using quadratic formula  definition of the quadratic equation  Apply the concept of quadratic formula in solving number word problem  A quadratic equation is an equation that has a second-degree term and no higher involving quadratic equation. terms.  A second-degree term is a variable raised to the second power.  The term comes from the Latin word quadratus meaning squared.    SUBJECT MATTER    What is the general form being used in a quadratic equation?  TOPIC:   APPLICATIONS OF QUADRATIC FORMULA IN SOLVING NUMBER  The general form of a quadratic equation is: WORD PROBLEM ax2+bx+c=0   In this equation, x represents a variable whereas a, b, and c are constants with a not equal to 0. If the value of a is 0, the equation  REFERENCES will become a linear equation. (To elaborate the equation  Intermediate Algebra by Soledad Jose-Dilao and Julieta Bernabe more, a is the quadratic coefficient, b is the linear  Mathematics Workbook by Monina Velayo coefficient, and c is the constant or free term. )   Materials  Provide cues of different equation using slides. Ask them to identify which is in the  Projector for PPT presentation of the lesson form of quadratic equation and which is not.  Ex. 1. X^2 = 0  x (x + 3 ) - 5= 0  (x + 3) + 8 = 0  4. t^2-2t + 1 = 0  5. x + 3X = 0  6. 2( b + 3)^2 =0  7. 4x^2 – 2 = 0  8. 4x^4 + x^2+x + 2= 0   Answers: 1, 2, 4, 6, 7 are quadratic equations   What are the methods use in solving those quadratic equation?   The methods for solving these equations include graphing, extracting roots,factoring, completing the square, and most commonly, the quadratic formula. (but deals only in using quadratic formula)
  • 25. CONTINUATION….  MOTIVATION  LESSON PROPER    Where the quadratic formula is  APPLICATIONS OF QUADRATIC FORMULA IN SOLVING NUMBER WORD  PROBLEM  Give them have an activity a sort of review of the previous  Most quadratic word problems should seem very familiar, as they are built from the lesson in solving quadratic equation by quadratic formula. linear problems that you've done in the past.   Steps in solving word problem involving Quadratic Equation using Quadratic  Let them watch first a short video clip of a quadratic formula Formula. then ask afterwards what does video clip means.  Translate each phrases in the problem   Simplify the resulting equation  Apply the concept of using quadratic formula . Call a students  Ensure that it would arrived in a general form who will solve on the board. They are going to solve the  Identify values of a, b ,and c quadratic equation below to find the meaning of the phobias  Solve using quadratic formula stated in the first column to match the other column the roots or the solution of such equation and that includes the meaning  Then check by substituting the resulting values in the original equation of such phobias.  Ex.1   If the square of a number is added to 3 times the number, the sum is 108. Find the  Some people fear of specific things like heights, snake, and darkness. These number. strong fears are called phobias. There‟s also such thing that fear of math. But  able to find out the solution to the equation below you don‟t have to worry.  Soln. Algebra/ math/ quadratic equation is nothing to fear. To find out what each  phobia means. Solve for the roots of the quadratic equation using quadratic  Let x be the number formula. Show your solution .  X^2 +3x =108    Eisoptrophobia X^2 +x =6 -3/4 , 3 fear of beautiful women  X^2 + 3x – 108 = 0    Venusthrophobia12x^2 + x – 6 = 0 2, -2/3 fear of being  A = 1 , b = 3, c = -108 w/out celphone    Solve using quadratic formula  Penteraphobia X^2 – 20 = x -3 , 2 fear of mirrors     Gymnophobia 6x^2 – 5x – 4 =0 4/3 , -1/2 fear of nudity  -b (+ -) b^2 -4ac   X=  Nanophobia3x^2 – 4x - 4 = 0 5 , -4 fear of mother – in – law 2a    Chrematophobia 5x^2 + 8x = 0 1, - 8/5 fear of money  X =-12, x=9  Then check,   Answers : 1. (-3 , 2) 2. (-3/4 , 2/3) 3. (5 , -4) 4. (-3/4 , 2/3) 5. (2, -2/3) 6. (0, -8/5)  (-12)^2 + 3(-12) – 108 = 0 (-9)^2 + 3(9) – 108 =0   144 – 36 – 108 = 0 81 + 27 -108 = 0  0=0 0=0
  • 26. CONTINUATION…. ASSESMENT 1.If a number is added to its square, the result is 42. Find the number. 2. If the product of two consecutive odd integers is decreased by 3, the result is 12. Find the integers. Generalization At the end of the activity, on a piece of paper ask the class to write down the things they’ve learned today Let students know that the simplest way to solve a quadratic equation for the value of x is to factor the quadratic. But sometimes the quadratic is too messy, most second-degree equations are more difficult to solve, and cannot be solved by simple factoring. On the other hand, the Quadratic Formula always works . . Follow Up Assessment (Homework) 1. One number is 5 greater than another number. If the sum of their squares is 5 times the square of the smaller number. What are the numbers? 2. Find two consecutive integers whose product is 42.
  • 27. THE VIDEO CLIPS I INSERTED IN MY LESSON PLAN FOR THEM TO EASILY RECALL THE QUADRATIC FORMULA JUST CLICK IT TO PLAY
  • 29. MY STUDENTS BTC-C1B & BTC-C1C PHOTO SHOOTS
  • 32. INSIDE & OUTSIDE CLASSROOM
  • 33.
  • 36. “A hundred years from now it will not matter what my bank account was, the sort of house I lived in, or the kind of car I drove... but the world may be different because I was important in the life of a child.” Forest E. Witcraft (1894-1967); No printed word, nor spoken plea can Teacher, Scholar teach young minds what they should be. Not all the books on all the shelves – but what the teachers are themselves.” “An understanding heart is everything in a Rudyard Kipling Quotes teacher, and cannot be esteemed highly enough. One looks back with appreciation to the brilliant teachers, but with gratitude to those who touched our human feeling. The curriculum is so much necessary raw material, but warmth is the vital element for “The mediocre teacher tells. The good the growing plant and for the soul of the teacher explains. The superior teacher child.” demonstrates. The great teacher Carl Gustav Jung (1875-1961); inspires.” Founder Of Analytical Psychology William A. Ward Quotes