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Undoing a differentiation whose result was e^(3x), the original function was

Ae^(3x) + C
Be^x/3 + C
C3e^(3x) + C
De^(3x)/3 + C
Answer & Solution
Correct answer: D. e^(3x)/3 + C
Differentiating e^(3x)/3 gives e^(3x) by the chain rule, so it is the antiderivative.
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