Jennifers position at time t relative to Stone Cold Creamery is given by the function p(t) 5
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Jennifers position at time t relative to Stone Cold Creamery is given by the function p(t) 5 2t t 2 f 1 f(x) (x) f 1 f(x) 2 x (x) 2, x 0, g1 fg(x), ff(x) (x) g(x) 3 x f(x) 4 x 2 2 limx: 1 12x 4x 5 limx:8 vx 1 3 x 8 limx:2 x2 x 6 x 2 f(x) x 5 2x 3 f 1(x) (f (g g)(2) f )(1) g(x) 3x2 9x f(x) 1 2x 3x f(x) 1 3x f(x h) f(x) h , h 0 (R C)(600) R(x) 85x R(x) C(x) 65x 3500 C(x) f(x) f(x2 vx 1 f(x) (x 3)2 4 y 3&x& 2 y x& f(x)? (positive indicates west and negative east). Explain why Jennifer must have visited the creamery between the hours of and .
Related Book For
Statistics Principles And Methods
ISBN: 9780470904114
7th Edition
Authors: Richard A. Johnson, Gouri K. Bhattacharyya
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