- #1
prox9
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I used to be able to do stuff like this when i was in high school but now I am in college and i can't do basic stuff like this. the problem this sub problem is from is
Find the volume of the solid formed by rotating the region enclosed by
y=e^{ x} + 5, \ y=0, \ x=0, \ x=0.1
Im trying to solve it with the shell method but i can't seem to get it right
I thought should be the integral from 0 to .1 of (xe^x)+(5x) and then times 2pi for the # in front of the integral.
Find the volume of the solid formed by rotating the region enclosed by
y=e^{ x} + 5, \ y=0, \ x=0, \ x=0.1
Im trying to solve it with the shell method but i can't seem to get it right
I thought should be the integral from 0 to .1 of (xe^x)+(5x) and then times 2pi for the # in front of the integral.
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