The region bounded by and for is revolved about the vertical line
MATHEMATICS · Subjective · AP · Calculus AB · Applications of Integration · Applications of Integration
Problem
The region bounded by x=y2 and x=0 for −2≤y≤2 is revolved about the vertical line x=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.