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Rewrite the given formula relating the area of a square to the length of its diagonal to solve for d. The 2nd screenshot is the formula sorry for the poor sc

Rewrite the given formula relating the area of a square to the length of its diagonal-example-1
Rewrite the given formula relating the area of a square to the length of its diagonal-example-1
Rewrite the given formula relating the area of a square to the length of its diagonal-example-2

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Answer:

\( A=\frac{d^2}{2} \).

Explanation:

Area of Square by Applying Formula for the Diagonal

We can use the relationship between diagonal length d and the side a length of a square to find its area A. So, the formula for area of square using diagonal is \( A=\frac{d^2}{2} \).

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