what is the area of square inscribed in a circle of diameter x cm
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Answered by
1
let each side of the square be a cm
diagonal of the square=diameter of the circle
=>(root 2 )( a)= x
=>root 2 = x/ a
=>2 = x^2/ a^2
=>a^2= x^2/2
now
area of the square
= a^2
= x^2/2 ans
diagonal of the square=diameter of the circle
=>(root 2 )( a)= x
=>root 2 = x/ a
=>2 = x^2/ a^2
=>a^2= x^2/2
now
area of the square
= a^2
= x^2/2 ans
Answered by
4
let each side of the square be "a" cm
diagonal of the square = diameter of the circle
⇒(√2 )( a)= x
⇒√2 = x/ a
⇒2 = x²/ a²
⇒a²= x²/2
Area of the square = a²
= x²/2
diagonal of the square = diameter of the circle
⇒(√2 )( a)= x
⇒√2 = x/ a
⇒2 = x²/ a²
⇒a²= x²/2
Area of the square = a²
= x²/2
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