1. If f(3)=2 and f′(3)=4, then find g′(3) if (a) g(x)=3x2−5x⋅f(x)
(b) g(x)=(3x2−5x)⋅f(x)
(c) g(x)=f(x)2x+1
1. If f(3)=2 and f′(3)=4, then find g′(3) if (a) g(x)=3x2−5x⋅f(x) (b) g(x)=(3x2−5x)⋅f(x) (c) g(x)=f(x)2x+1
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1. If f(3)=2 and f′(3)=4, then find g′(3) if (a) g(x)=3x2−5x⋅f(x) (b) g(x)=(3x2−5x)⋅f(x) (c) g(x)=f(x)2x+1
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