Letbe the region bounded by the axis and the curve for Find

Let $\"R\"$ be the region bounded by the $\"x\"$ - axis and the curve $\"y$ , for $\"0$ . Find values for $\"a\"$ , $\"b\"$ , and $\"h(x)\"$ so that

$\"\\int_{a}^{b}$

represents the volume of the solid resulting from revolving $\"R\"$ about the line $\"y$ .

$\"a\"$ =
$\"b\"$ =
$\"h(x)\"$ =

6sinx cuts the x axis at points where 6sinx=0
so x=0 to

a=0

h(x)=6sinx+5