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shkspeare

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Givn a>1, sketch the curve y=lnx, 1<= x <=a and find the area enclosed by the curve and the lines y = 0, x = a

The region enclosed by the curve and the lines x = 0, y = lna and y=0 is rotated about the Y axis to form a solid of revolution. Find its volume

can some1 write the answer out in full solutions? =(
 

CrashOveride

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For your volume answer, when you integrate e<sup>2y</sup>, that should yield 1/2e<sup>2y</sup>.

So the final answer should be Pi/2[a<sup>2</sup> - 1]
 

untamedanimal

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Originally posted by CrashOveride
For your volume answer, when you integrate e<sup>2y</sup>, that should yield 1/2e<sup>2y</sup>.

So the final answer should be Pi/2[a<sup>2</sup> - 1]
yeh sorry. its just annoying typing maths problems up that i make heaps of mistakes
 

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