Consider a slope field where • The slope segments are zero on the horizontal lines y…

MATHEMATICS · Single correct · AP · Calculus AB · Differential Equations · Differential Equations

Problem

Consider a slope field where • The slope segments are zero on the horizontal lines y = 1 and y = -1. • Between these two lines (−1 < y < 1) the slope segments are positive. • Outside this band (y > 1 or y < -1) the slope segments are negative. Which differential equation best explains this pattern? (a) y2−1y^{2}-1 (b) 1−y21-y^{2} (c) y(1−y)y(1-y) (d) (1−y)2(1-y)^{2}

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