Differentiate the given function. $$y = 20 - 5 e ^ { - 0.03 x }$$
A) $- 5 e ^ { - 0.03 x }$
B) $0.15 e ^ { - 0.03 x }$
C) $- 0.15 e ^ { - 0.03 x }$
D) $5 e ^ { - 0.03 x }$

Name: Differentiate the given function. \[y = 20 - 5 e ^ { - 0.03 x }\] A) $- 5 e ^ { - 0.03 x }$ B) $0.15 e ^ { - 0.03 x }$ C) $- 0.15 e ^ { - 0.03 x }$ D) $5 e ^ { - 0.03 x }$
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Question

Quizplus · Accepted Answer

The derivative of $20$ is $0$, and the derivative of $-5e^{-0.03x}$ using the chain rule is $-5 \cdot (-0.03) e^{-0.03x} = 0.15e^{-0.03x}$.

Differentiate the Given Function y=20−5e−0.03xy = 20 - 5 e ^ { - 0.03 x }y=20−5e−0.03x

Differentiate the Given Function $y = 20 - 5 e ^ { - 0.03 x }$