If the derivative is =0 is the function increasing or strictly increasing in the inerval[a,b]

Question

If the derivative is >=0 is the function increasing or strictly increasing in the inerval[a,b]

Arun · Answer

Dear student If derivative is greater than or equal to zero then function is increasing. while if derivatives is greater than zero then it is strictly increasing.

Vikas TU · Answer

Dear student If f'(x) > 0 for all values of x, then it is strictly increasing. If f'(x) 0 for some particular range of x and f'(x) Hope this helps

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If the derivative is >=0 is the function increasing or strictly increasing in the inerval[a,b]

If the derivative is >=0 is the function increasing or strictly increasing in the inerval[a,b]

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