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Question
What is anti derivative of `e^(2x)`
Options
`e^(2x)`
`1/2 e^(2x)`
`2e^(2x)`
`2e^x`
MCQ
Solution
`1/2 e^(2x)`
Explanation:
We know that,
`d/(dx) (e^(2x)) = 2e^(2x)`
⇒ `e^(2x) = 1/2 d/(dx) (e^(2x))`
⇒ `e^(2x) = d/(dx) (1/2 e^(2x))`
∴ An anti derivative of `e^(2x)` is `+ 1/2 e^(2x) + c`.
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