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Answer:
_______________________________________________
1) 72
\pi cm² / min
. ;
_______________________________________________
2) 192
\pi cm² / min.

_______________________________________________
Step-by-step explanation:
____________________________________________

Area of a circle: A =
\pi r² ;

Rate of change of Area is: da/dt = 2
\pi r (dr/dt) ;

Given: dr/dt = 3 cm / min.
______________________________________________________
Problem 1)
____________________________________________________________
dA/dt = 2
\pi *(12 cm)*(3 cm/ min) = 72
\pi cm² / min.
;
____________________________________________________________
Problem 2)
____________________________________________________________
dA/dt = 2
\pi *(32 cm)*(3 cm/ min) = 192
\pi cm² / min.

_____________________________________________________________
User Shahjad Ans Sunny
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