Examples of Reserved Vast kite and Discussion

Examples of Reserved Vast kite and Discussion-Have you guys read the discussion of Basic material about mathematical formulas Calculating formula of broad and Roving kite? you guys should learn it first before reading the discussion questions examples will be given in the matter this time because it is a basic concept that is used to answer the questions below. When it's learned it, we now practise directly to answer the following questions:

Examples of Reserved and Broad discussion of kite


Example problem 1:
A kite-shaped wake with long diagonal 1 (d1) measuring 18 cm and diagonal 2 (d2) measuring 16 cm. Determine the wide awake!

The solution:
Note: diagonal 1 (d1) = 18 cm
Diagonal 2 (d2) = 16 cm

Asked: (L)

Answer:

So wide awake is cm2

Example Problem 2:
Kite has an area of 280 cm2 and one diagonalnya 20 cm. specify the size of the diagonal of the others!

The solution:
Note: diagonal 1 (d1) = 20 cm
(L) = 280 cm2

Asked by: Diagonal 2 (d2)

Answer:

So the length of the diagonal of the other is 14 cm

Sample Problem 3:
Natalie is going to make a kite. Two pieces of bamboo that Deni disposable measuring 30 cm and 22 cm. If kites are already so, how much is extent?

The solution:
Note: diagonal 1 (d1) = 30 cm
Diagonal 2 (d2) = 22 cm

Asked: (L)

Answer:

So broad that kite is cm2

Sample Problem 4:
Aldo has a paper size of 60 cm x 100 cm. Paper that he used to make 6 pieces kite measuring 36 cm x 40 cm. how widely papers are left?

The solution:
Note: paper size = 60 cm x 100 cm
diagonal 1 (d1) = 36 cm
Diagonal 2 (d2) = 40 cm

Asked: broad paper left (L)

Answer:

Wide paper = 60 x 100 = 6000 cm2

Swallow – swallow vast =

Paper used = 6 x 720 = 4320 cm2
The remaining paper = 6000 cm2-4320 cm2 = 1680 cm2
So that's left is kertasa wide 1680 cm2

Sample Problem 5:
In the House there are wall hangings Mira kite-shaped with a broad size 420 cm2. If one of the diagonalnya measuring 28 cm diagonal size specify the other!

The solution:
Note: diagonal 1 (d1) = 28 cm
(L) = 420 cm2

Asked by: Diagonal 2 (d2)
Answer:

So the length of the diagonal of the other is 30 cm

That's the 5 examples of Reserved Vast kite and Discussion can you guys learn to understand these easy steps in to answer math questions regarding broad kite. Hopefully can help you who are still confused about how working on similar problems. See you again in the discussion of other problems.

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