a wire of length 176 cm is first bent into a square and then in to a c

1.	a wire of length 176 cm is first bent into a square and then in to a circle. which one will have more area.
Answer» Answer: since, $1936\leq 2464$ area of circle is greater Step-by-step explanation: I st CASE: =PERIMETER= 4SIDE $= 176= 4s\\= \frac{176}{4}=s\\= s= 44 cm$ Now, since area= (side)^2 $= (44)^{2}= 1936 cm^{2}$ II nd case:* $Circumference= 2\pi r\\= 176= 2\pi r\\= \frac{176}{2\pi }=r\\= 28=r$ Now since area= $\pi r^{2}$ = $=\pi (28)^{2} \\=\frac{22}{7}2828\\ = 2464 cm^{2}$