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Project :- Basic Mathematics
To:- Ms. Kavita Gokhale
From :-
Name                           Roll no .
Manish tripathi                   37
Suhas vanve                       38
Akash varaiya                     39
Chirag vasani                     40
Vijitha das                       41
Dipesh waghe                      42
FOUR QUARTERS


-+=-   --=+


++=+   +-=-
Sign rules
   Adding Sign rules


            Positive + Positive = Positive
            eg: 5 + 4 = 9
            Negative + Negative = Negative
            eg: (- 7) + (- 2) = - 9

            Sum of a negative and a positive number:
            Use the sign of the larger number and
            subtract
                                       eg: (- 7) + 4 = -3
                                          6 + (-9) = - 3
                                          (- 3) + 7 = 4
                                           5 + ( -3) = 2
 Subtracting Rules:


 Negative - Positive = Negative
 eg: (- 5) - 3 = -5 + (-3) = -8
 Positive - Negative = Positive + Positive =
 Positive
 eg: 5 - (-3) = 5 + 3 = 8
 Negative - Negative = Negative + Positive = Use
 the sign of the larger number and
 subtract (Change double negatives to a
 positive)
                          eg:(-5) - (-3) = ( -5) + 3 = -2
                             (-3) - ( -5) = (-3) + 5 = 2
Integers Numbers


Positive Numbers

    • +1, +2, +3,+4. every number which is
      greater than 1 is called positive
      numbers.
Negative Number

• -1, -2, -3, -4 every number which
  is less than 1 is called negative
  numbers
Writing integers
Example            Written as      Read as

1) (+55) + (-30)   55+ (-30)       Fifty –five plus
                                   negative thirty
2) (+49) + (+14)   49+(14)         Forty-nine plus
                   Or 49+14        fourteen
3)(-27) + (-127)   (-27) +(-127)   Negative
                                   twenty-seven
                                   plus negative
                                   hundred and
                                   twenty-seven
Multiplication and division of
             integers
• Ex. (1) (-14) X (-5)
The magnitudes of -14 and -5 are 14 and 5
   respectively
Their product, 14X5 = 70
(-14) X(-5)=70
The product of two negative numbers is
   positive.
Carry out the following
       multiplications:
•   12X(-3)
•   (-6) X4
•   (-15)X(-5)
•    35X8
•   (-38)X(-2)
•   15X(-61)
Carry out the following Divisions:
    •   (-15) / (-5)
    •   (-38/ (-2)
    •   90/6
    •   (-90)/(-6)
PerCENTAGE
 You may have come across with news items like
        the Newspaper , Radio or T.V.
 We use the word percent often in everyday affairs
For ex.
1)There has been 15per increase in food grain
    production.
   2)The cost of petrol has rises by 5percent.
 Let us find out the meaning of these words and
    learn how they are used.
Definition
• Percent can be defined as
 “of one hundred.”

             of

         100
Definition
• “Cent” comes from the Latin
   and means 100.
Convert percent to number : multiply by 100

1. 25%= 25 = 1
        100  4
Comparing Money &
         Percents
• RS 0.50 is ½ of a rupee
• 50% also means ½
20 % Means
20 parts out of 100 or 20 hundredths.
       1    2    3    4     5   6    7    8    9    10
       11   12   13   14   15   16   17   18   19   20
       21   22   23   24   25   26   27   28   29   30
       31   32   33   34   35   36   37   38   39   40
       41   42   43   44   45   46   47   48   49   50
       51   52   53   54   55   56   57   58   59   60
       61   62   63   64   65   66   67   68   69   70
       71   72   73   74   75   76   77   78   79   80
       81   82   83   84   85   86   87   88   89   90
       91   92   93   94   95   96   97   98   99   100
•   Given:
•   Cost price=Rs 60
•   discount=25%
•   Amount of discount  =25% of (60)
                        = 25 x 60
                          100
                    Ans =15.Rs
                    Price After Discount:-
                    =Cost price –discount amount
                    =60 – 15
                    =Rs 45.Rs
                    Total cost of shoes is 45 Rs.
• Given:
• cost price= Rs 30
• Tax=7%

• Amount of tax=7% of (30)
                  = 7 x 30
                   100
              Ans =2.10 Rs.
Price after discount=cost price-discount amt
                    =30 + 2.10
                Ans=32.10 Rs.
      Total cost of shirt is 32.10 Rs.
DECIMAL FRACTION INTO
            PERCENTAGE
 Convert the following decimal fraction into percentage.
 Examples :-
      1) 0.52    = 52/100       = 52%

      2) 0.060 = 6/100          = 6%

      3) 0.4     = 0.40 = 40/100 = 40%

      4) 1.0     = 1.00 = 100/100 = 100%
PERCENTAGE OF A GIVEN
             NUMBER
Convert the following fraction into percentage.
Find out a given percentage of a given numbers.
Example :-
1)50% of 70 means      70x50/100 = 35

2)3% of 25000 mean 25000x3/100 = 750
3) There are 40 percent girls in a certain school . If the
number of children in the school is 950, what is the number of
girls in the school.
     40% of 950 = 950x40/100 = 380
                         Ans - Number of girls is 380
FIND PERCENTAGE
Find out what percentage of a given number forms of
another number.
24,50
      24/50=
 24x2/50x2 = 48/100 = 48%

2) 222 , 300
        222/300   = 222÷3/300÷3 = 74/100 = 74%
E.g. :
= 25 x [ 113 – 9 + 2 x 13 ]
= 25 x [ 113 – 9 + 26 ]
= 25 x [ 104 + 26 ]
= 25 x 130
= 3250


  Solve the following ?

  1. (130 + 91) x ( 2 + 8 ) = ?   Ans. 2210

  2. 103 + 91 x 2 + 8 = ?         Ans. 293
The End

Bibliography : Mathematics Text book
             (Standard Six )

www.wikipedia.co.in

www.slideshare.com

http://cgl.microsoft.com/
clipgallerylive/default.asp
Basic math akash

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Basic math akash

  • 1.
  • 2. Project :- Basic Mathematics To:- Ms. Kavita Gokhale From :- Name Roll no . Manish tripathi 37 Suhas vanve 38 Akash varaiya 39 Chirag vasani 40 Vijitha das 41 Dipesh waghe 42
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  • 4.
  • 5. FOUR QUARTERS -+=- --=+ ++=+ +-=-
  • 6. Sign rules  Adding Sign rules Positive + Positive = Positive eg: 5 + 4 = 9 Negative + Negative = Negative eg: (- 7) + (- 2) = - 9 Sum of a negative and a positive number: Use the sign of the larger number and subtract eg: (- 7) + 4 = -3 6 + (-9) = - 3 (- 3) + 7 = 4 5 + ( -3) = 2
  • 7.  Subtracting Rules: Negative - Positive = Negative eg: (- 5) - 3 = -5 + (-3) = -8 Positive - Negative = Positive + Positive = Positive eg: 5 - (-3) = 5 + 3 = 8 Negative - Negative = Negative + Positive = Use the sign of the larger number and subtract (Change double negatives to a positive) eg:(-5) - (-3) = ( -5) + 3 = -2 (-3) - ( -5) = (-3) + 5 = 2
  • 8. Integers Numbers Positive Numbers • +1, +2, +3,+4. every number which is greater than 1 is called positive numbers.
  • 9. Negative Number • -1, -2, -3, -4 every number which is less than 1 is called negative numbers
  • 10. Writing integers Example Written as Read as 1) (+55) + (-30) 55+ (-30) Fifty –five plus negative thirty 2) (+49) + (+14) 49+(14) Forty-nine plus Or 49+14 fourteen 3)(-27) + (-127) (-27) +(-127) Negative twenty-seven plus negative hundred and twenty-seven
  • 11. Multiplication and division of integers • Ex. (1) (-14) X (-5) The magnitudes of -14 and -5 are 14 and 5 respectively Their product, 14X5 = 70 (-14) X(-5)=70 The product of two negative numbers is positive.
  • 12. Carry out the following multiplications: • 12X(-3) • (-6) X4 • (-15)X(-5) • 35X8 • (-38)X(-2) • 15X(-61)
  • 13. Carry out the following Divisions: • (-15) / (-5) • (-38/ (-2) • 90/6 • (-90)/(-6)
  • 14. PerCENTAGE  You may have come across with news items like the Newspaper , Radio or T.V.  We use the word percent often in everyday affairs For ex. 1)There has been 15per increase in food grain production. 2)The cost of petrol has rises by 5percent.  Let us find out the meaning of these words and learn how they are used.
  • 15. Definition • Percent can be defined as “of one hundred.” of 100
  • 16. Definition • “Cent” comes from the Latin and means 100.
  • 17. Convert percent to number : multiply by 100 1. 25%= 25 = 1 100 4
  • 18. Comparing Money & Percents • RS 0.50 is ½ of a rupee • 50% also means ½
  • 19. 20 % Means 20 parts out of 100 or 20 hundredths. 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79 80 81 82 83 84 85 86 87 88 89 90 91 92 93 94 95 96 97 98 99 100
  • 20. Given: • Cost price=Rs 60 • discount=25% • Amount of discount =25% of (60) = 25 x 60 100 Ans =15.Rs Price After Discount:- =Cost price –discount amount =60 – 15 =Rs 45.Rs Total cost of shoes is 45 Rs.
  • 21. • Given: • cost price= Rs 30 • Tax=7% • Amount of tax=7% of (30) = 7 x 30 100 Ans =2.10 Rs. Price after discount=cost price-discount amt =30 + 2.10 Ans=32.10 Rs. Total cost of shirt is 32.10 Rs.
  • 22. DECIMAL FRACTION INTO PERCENTAGE  Convert the following decimal fraction into percentage.  Examples :- 1) 0.52 = 52/100 = 52% 2) 0.060 = 6/100 = 6% 3) 0.4 = 0.40 = 40/100 = 40% 4) 1.0 = 1.00 = 100/100 = 100%
  • 23. PERCENTAGE OF A GIVEN NUMBER Convert the following fraction into percentage. Find out a given percentage of a given numbers. Example :- 1)50% of 70 means 70x50/100 = 35 2)3% of 25000 mean 25000x3/100 = 750 3) There are 40 percent girls in a certain school . If the number of children in the school is 950, what is the number of girls in the school. 40% of 950 = 950x40/100 = 380 Ans - Number of girls is 380
  • 24. FIND PERCENTAGE Find out what percentage of a given number forms of another number. 24,50 24/50= 24x2/50x2 = 48/100 = 48% 2) 222 , 300 222/300 = 222÷3/300÷3 = 74/100 = 74%
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  • 26. E.g. : = 25 x [ 113 – 9 + 2 x 13 ] = 25 x [ 113 – 9 + 26 ] = 25 x [ 104 + 26 ] = 25 x 130 = 3250 Solve the following ? 1. (130 + 91) x ( 2 + 8 ) = ? Ans. 2210 2. 103 + 91 x 2 + 8 = ? Ans. 293
  • 27. The End Bibliography : Mathematics Text book (Standard Six ) www.wikipedia.co.in www.slideshare.com http://cgl.microsoft.com/ clipgallerylive/default.asp