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Home › TS EAMCET › Mathematics › Integral Calculus › Letting t = 2x, the integral of e^(2x) dx is

Letting t = 2x, the integral of e^(2x) dx is

Ae^(2x)/x + C
Be^(2x)/2 + C
Ce^(2x) + C
D2 e^(2x) + C
Answer & Solution
Correct answer: B. e^(2x)/2 + C
The derivative of e^(2x) is 2e^(2x), so dividing by 2 gives the antiderivative.
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