Consider the region bounded by and on the interval

MATHEMATICS · Single correct · AP · Calculus AB · Applications of Integration · Applications of Integration

Problem

Consider the region bounded by y=∣x∣y=|x| and y=x2y=x^{2} on the interval −1≤x≤1-1\le x\le 1. A solid is formed by taking square cross sections perpendicular to the xx-axis with this region as the base. What is the volume of the solid? (a) 130\dfrac{1}{30} (b) 115\dfrac{1}{15} (c) 13\dfrac{1}{3} (d) 215\dfrac{2}{15}

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