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If \[f'(x)>0\] throughout an interval, then \[f\] is

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Question

If \[f'(x)>0\] throughout an interval, then \[f\] is

Options

  • increasing only, but not strictly increasing

  • constant

  • strictly increasing

  • strictly decreasing

MCQ
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Solution

A positive derivative throughout an interval means the function values always increase as the input increases. Therefore the function is strictly increasing.

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