Question

Find the length of the diagonal of a square whose area is 2500 m2
The answer is '50 and square root of 2'

I dont know how to solve it can someone send me how to solve it with steps. But the answer is ' 50 and square root of 2 '

Answer 1

Area =2500 m^2 Side = (square root) 2500m=50 m AB=50=BC, AC=? By Pythagoras Theorem AC=(square root)50^2+50^2=(square root)2*50^2=50(root)2 meter

Answer 2

given area is 2500m2
we know that area of square when diogonal is given is d^2/2
2500=d^2/2
5000=d^2
d=50√2
hence solved