Suppose f(-3) = 3, f'(-3) = 5, = -8, and %3D g(-3) = 1, gʻ (-3) = H(x) = f(x)e®(x). Find the derivative | dH dx |x=-3 H'(-3) =

Calculus: Early Transcendentals
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Author:James Stewart
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Chapter1: Functions And Models
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Suppose f(-3) = 3, f' (-3) = 5,
g(-3) = 1, g' (–-3) = -8, and
H(x) =
f(x)e8(x). Find the derivative
dH
dx
|x=-3
H'(-3) =
Transcribed Image Text:Suppose f(-3) = 3, f' (-3) = 5, g(-3) = 1, g' (–-3) = -8, and H(x) = f(x)e8(x). Find the derivative dH dx |x=-3 H'(-3) =
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