A spherical snowball initially has a 60 cm radius and it is melting . If the radius shrinks at a constant 2 cm per minute , how fast is the volume of...

A spherical snowball initially has a 60 cm radius and it is melting . If the radius shrinks at a constant2 cm per minute , how fast is the volume of the snowball shrinking ?A spherical snowball initially has a 60 cm radius and it is melting . If the radius is shrinking at 2 cmminute when ! = 20 cm , how fast is the volume of the snowball then shrinking ?Compare these two solutions . When is rate - of- change of the radius over all time useful to know andis rate - of - change of the radius at a specific moment all that is needed ?"3 . Find the derivative f ( n ) (* ) at * = 0 for any value of ~ ( in other words , as a function on n )f ( x ) = *me *4 . Find the derivatives of the hyperbolic sine and cosine functions : sinh and coshcosh ( x ) =exte - *sinh ( x ) =- e - *^5 . Suppose a business sells * units of a product for a price p each . The revenue R isR = XPSuppose it is found that the number sold ( x) is the following function of price ( P ) :X =30, 000( 0 . 2 p + 1 )If the price ( P ) is changing at the following rate :apat_ = $0. 05 / monthownloadTask : View this topicWhat is the rate of change of revenue when the price is $5 .00 ?[ 1 |11 7Activity Details