Consider the solid obtained by rotating the region bounded

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Reference no: EM13473130

1- find the convergence interval for: sigma from n=1 to infinity ( x-1)^n/n^4 +10

2- find the Maclaurin series for f(x)= sinx

3- consider the solid obtained by rotating the region bounded by the given line y=2 y=2x, y=2 square root of x

find the volume V of this solid

4- find the length for r=4cos theta, theta bigger than or equal to 0, and smaller than or equal to pi/4

5- consider the solid obtained by rotating the region bounded by the given curves about the x-axis,y=x^3, y=x, x bigger than or equal to 0

find the volume v of this solid.

6- find the length of the curve y=( x^2/6)/(1/2x) with x bigger than or equal to 1/2 , and smaller than or equal to 2.

Reference no: EM13473130

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