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Power Point Math Assignment
             KITE
            Member’s name:
1. Arifa Nurul Fadlila       (04)
2. Dwi Riska Pratiwi         (06)
3. Novi Yuristasari          (19)
4. Shofia Salsabilah         (25)
The properties of a kite are
           as follows :
      A
            • Two pairs of the adjacent sides are equal,
              namely AB = AD and BC = DC .
            • One pairs of opposite angles is equal, that
B         D   is
      E
              <ABC = <ADC
            • One of diagonals bisects the kite, that is
              <ABC = <ADC or AC is the axis of
              simmetry.
            • Diagonals are perpendiculator to each
              other and one of the diagonals bisects the
      C       other, that is, AC   BD and BE=ED
Perimeter and Area of kite

     A
           If perimeter (K) and area (L) of the kite are
           as follows
            Perimeter of kite is,
B        D
              K= AB+BC+CD+DE

            Area of kite is,
             L= ½×AC×BD         or    L= ½× d₁× d₂


     C
EXAMPLE OF QUESTIONS
                AND
          HOW THE SOLUTION
    Andi made a kite with its diagonal of 30cm and 50cm
                            long.
         What is the area of the kite made by Andi?
Solution :
Given         : d₁= 30 cm and d₂= 59 cm
Question      : The area of the kite
Solution      : For example,the area of Andi’s kite is A cm², then
                        A= ½ × d₁ × d₂
                        A= ½ × 30 cm × 50 cm
                So,the area of Andi’s kite is 225 cm².
Question

1.                    Determine the followings :
          5 cm
                             a. Perimeter of kite
                             b. Area of kite
         15 cm



2. Calculate the area of kite if lengths of its diagonals are 15 cm
   and 19 cm is ..

3. The kite ABCD has the vertices A(1,5), B(7,5), C(10,1). the
   coordinate of the point D is ..
Complete

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Power point math assignment 3

  • 1. Power Point Math Assignment KITE Member’s name: 1. Arifa Nurul Fadlila (04) 2. Dwi Riska Pratiwi (06) 3. Novi Yuristasari (19) 4. Shofia Salsabilah (25)
  • 2. The properties of a kite are as follows : A • Two pairs of the adjacent sides are equal, namely AB = AD and BC = DC . • One pairs of opposite angles is equal, that B D is E <ABC = <ADC • One of diagonals bisects the kite, that is <ABC = <ADC or AC is the axis of simmetry. • Diagonals are perpendiculator to each other and one of the diagonals bisects the C other, that is, AC BD and BE=ED
  • 3. Perimeter and Area of kite A If perimeter (K) and area (L) of the kite are as follows  Perimeter of kite is, B D K= AB+BC+CD+DE  Area of kite is, L= ½×AC×BD or L= ½× d₁× d₂ C
  • 4. EXAMPLE OF QUESTIONS AND HOW THE SOLUTION Andi made a kite with its diagonal of 30cm and 50cm long. What is the area of the kite made by Andi? Solution : Given : d₁= 30 cm and d₂= 59 cm Question : The area of the kite Solution : For example,the area of Andi’s kite is A cm², then A= ½ × d₁ × d₂ A= ½ × 30 cm × 50 cm So,the area of Andi’s kite is 225 cm².
  • 5. Question 1. Determine the followings : 5 cm a. Perimeter of kite b. Area of kite 15 cm 2. Calculate the area of kite if lengths of its diagonals are 15 cm and 19 cm is .. 3. The kite ABCD has the vertices A(1,5), B(7,5), C(10,1). the coordinate of the point D is ..