Question

a circular wire of radius 7cm transform into square. find the area enclose by square​

Answer 1

Answer:

a circular wire of radius 7 cm is 44 cm long, using 2πr. Thus the perimeter of the square will also be 44cm. side of square = 44/4 = 11 cm. Area of square is sq. of side of the square. AREA OF SQUARE = 11*11 =121.

Answer 2

Answer:

The area enclosed by the square is 121 cm².

Step-by-step explanation:

Assumption,

Let the side of the square formed be 's'.

Given,

The radius of the circular wire (R) = 7 cm.

To find,

the area enclosed by the square (A).

Calculation,

Step (1): First we calculate the perimeter of the circular wire taken:

             The perimeter of wire (p) = 2 × π × R

                                               ⇒ p = 2 × π × 7 cm

                                               ⇒ p = 44 cm

Step (2): As this circular wire has transformed into a square, then:

              The perimeter of square (P) = The perimeter of circular wire(p)

               ⇒ P = 44 cm

               ⇒ 4 × S = 44 cm  (since P = 4S)

               ⇒ S = 11 cm.

Step (3): At last we can find the area of the square with the help of side length.

i.e. Area of square (A) = S²

                            ⇒ A = 11²

                           ⇒ A = 121 cm²

Therefore, the area enclosed by the square is 121 cm².

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