A wire in a circular shape of radius 21m . If it is bent in the form of square find the area of the square so formed
Answers
Answer:
1089 m²
Step-by-step explanation:
Given---> Radius of circular shaped wire = 21m
and wire is bent in the shape of square.
To find ---> Area of square
Solution---> ATQ,
Radius of circular shaped wire = 21 m
Length of wire = circumference of circular shaped wire
=> Length of wire = 2πr
= 2 × ( 22 / 7 ) × 21
= 2 × 22 × 3
= 132 m
Now wire is bent in to shape of square
So,
perimeter of square shape wire = circumference of circular shape wire
=> 4 ( side of square shaped wire ) = 132
=> Side of square shaped wire = 132 / 4
=> Side of square shaped wire = 33 m
Now area of the square formed by benting the wire = Side²
= ( 33 )²
= 1089 m²
1089m2