Question

The difference of the areas of two squares is 75 square feet. Each side of the larger square is twice the length of the side of the smaller square. Find the length of the side of each square

Answer 1

Answer:

.....................................................................................................

Step-by-step explanation:

Answer 2

Answer:

Here is the answer ...............

Step-by-step explanation:

ANSWER = length x =  length of the side of the smaller square

then ,

2 x = length of the side of the larger square

:

:

large sq area - small sq area = 75 sq / ft

( 2 x ) ∧ 2 = 75

:

4 x ∧ 2 - x ∧ 2 = 75

:

3 x ∧ 2 = 75

x ∧ 2 = 75          

            3

x ∧ 2 = 25

x = 5 ft  side of the small square and

10 ft side of the large square

:

check solution : 10 ∧ 2 - 5 ∧ 2 = 75 .

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