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Question
If \[F'(x)=f(x)\], which expression gives the indefinite integral of \[f(x)\]?
Options
\[\int f(x)\,dx=F(x)+C\]
\[\int f(x)\,dx=C\]
\[\int f(x)\,dx=F'(x)+C\]
\[\int f(x)\,dx=f'(x)+C\]
MCQ
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Solution
When \[F'(x)=f(x)\], \[F(x)\] is an anti-derivative of \[f(x)\]. All such anti-derivatives are represented by \[F(x)+C\].
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