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13 Dec 2019

(1 point) Find g′(4)g4 given that f(4)=−6f46 and f′(4)=5f45

(a) For g(x)=3x2−5f(x)gx3x25fx

g′(4)=g4

(b) For g(x)=2x+1f(x)gx2x1fx

g′(4)=g4

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