Mathematics

Mathematics

Problem

The region bounded by x=y2x = y^2 and x=0x = 0 for −2≤y≤2-2 \leq y \leq 2 is revolved about the vertical line x=1x = 1. Express the volume of the resulting solid as a sum of definite integrals, clearly indicating any points where the limits of integration must change. Do NOT evaluate your integrals.

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