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These figures are similar. The perimeter and area of one are given. The perimeter of the other is also given. Find its area and round to the nearest tenth. erimeter = 20m Area = 19.6m ^ 2 rimeter = 34m Area=[ ? ] m^ 2

These figures are similar. The perimeter and area of one are given. The perimeter-example-1
User Maud
by
4.3k points

2 Answers

0 votes

Answer:

56.6

Explanation:

this equation (34/20)^2 * 19.6 = 56.644

User Joe Czucha
by
3.8k points
2 votes

Answer:

Area of big diagram = 33.32 m²

Explanation:

Given:

Both given diagram is similar

Perimeter of small diagram = 20 m

Area of small diagram = 19.6 m²

Perimeter of big diagram = 34 m

Find:

Area of big diagram

Computation:

Both given diagram is similar So,

Perimeter of small diagram / Area of small diagram = Perimeter of big diagram / Area of big diagram

20 / 19.6 = 34 / Area of big diagram

Area of big diagram = [19.6/20][34]

Area of big diagram = 33.32 m²

User Turbulencetoo
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4.0k points