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1 of 8
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Lesson
Practice
Differentiate natural exponential functions and solve simple derivative conditions
DIFFICULTY
intro
standard
QUESTION TYPE
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differentiate:e-to-kx
gradient-at-point:e-to-kx
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Question 1 of 8
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A function is defined by the rule below
\[q(x)=-e^{3x}\]
1 mark
Select the correct derivative form
\[q'(x)=0\]
\[q'(x)=-e^{3x}\]
\[q'(x)=-3\]
\[q'(x)=-3\,e^{3x}\]
CHECK
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