whats the volume of the solid obtained when rotating the region under the graph of the function f(x)= x^(13/12)?? on the interval [1,3]??? need help

Question

whats the volume of the solid obtained when rotating the region under the graph of the function  f(x)= x^(13/12)?? on the interval [1,3]??? need help

anonymous · Answer

creeg go back to your previous request to get the solution

anonymous · Answer

how do i do that

anonymous · Answer

vol = INT pi f(x)^2 dx between x = 1 and 3 = INT pi x^169/144 dx = pi [x^313/144 * 144/313] btw 1 and 3 = = pi [3^313/144 * 144/313 -1^313/144 * 144/313 ]

anonymous · Answer

aww its all squashed up - i copied it but its come out like that

anonymous · Answer

just scroll down on the left to findn  ur previous post

anonymous · Answer

rotated about which axis?