A differential equation produces a slope field in which every horizontal line has…

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

Problem

A differential equation produces a slope field in which every horizontal line y=ky=k has segments of constant slope given by ln⁡(k+2)\ln(k+2). What is the slope of the solution curve passing through the point (4,0)(4,0)? (a) ln⁡6\ln 6 (b) ln⁡2\ln 2 (c) 00 (d) ln⁡4\ln 4

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