If V r represents the volume of a shpere with radius r and

If V (r ) represents the volume of a shpere with radius r and S(r ) represents its surface area, it can be shown that V\' (r ) = S ( r ). Use the fact. That s( r ) = 4pir2 to obtain the formula for v ( r )

V(r)=S(r)dr
S(r)=4r²

S(r)dr=4r²dr

=4/3r³

So V(r)=4/3r³

$If V (r ) represents the volume of a shpere with radius r and S(r ) represents its surface area, it can be shown that V\' (r ) = S ( r ). Use the fact. That s($

If V r represents the volume of a shpere with radius r and

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