Question: Let R be the region bounded by y = 1 0 , x = 2 , and y = e ^ ( x ) .
Let R be the region bounded by yx and yex Let S be the solid obtained by
revolving R around the yaxis.
a pts Sketch R and S Clearly label any bounds and intersection points in R
b pts Find the volume of SI think the shell method is easier for this. But the
washer method works too. Either option will require an integration by parts for the
integral.
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