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]
Badal soni , 6 Years ago
Grade 12
Differential Calculus> If the derivative is >=0 is the function ...
2 Answers
Arun
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
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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