Is the area of a square is only discovered in the length of its diagonal is what

area of a square= (Diagonal^2)/2

Explanation:

suppose that the square side is "a"

area of square is

Area= a^2

the diagonal "d" cut a square, making two right traingles

this fact lead us to use the pythagorian theorem which indicate that

d^2=a^2 +a^2

since we're solving for a square

2*(a^2) = d^2

dividing both side by 2

a^2= (d^2)/2

back the basic formula

area =a^2

:• area = (d^2)/2

answer:

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