Question

Use the following integral. sin(x) dx = sin(x) - x cos(x) + C Find the volume of the solid generated by revolving each plane
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Answer #1

Solution:

Given that The following integral socsin (oc) doc - Sin (c) -> CO3 CX) +C forcij: consider cylindrical shells with radius ocforcie): Now, va from diagram y: 9 Sinca), y: -bin(x) xro to x-TT [:dv = 2710C (9 Sin Coc)+sin(a)] >> 5217* (qsincos) + Sinc

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Use the following integral. sin(x) dx = sin(x) - x cos(x) + C Find the volume...
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