Question
For which of the following reaction 
The correct answer is:
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In this question, you have to find the maximum and minimum value of the function. Firstly find the local minimum and local maximum value put for that , put the value of 1st derivative in 2nd derivative to find local maximum and minimum value. If the 2nd derivative is positive then it is minimum else maximum. Put the same value to the main equation and find the minimum and maximum value.
The maximum and minimum values of are
In this question, you have to find the maximum and minimum value of the function. Firstly find the local minimum and local maximum value put for that , put the value of 1st derivative in 2nd derivative to find local maximum and minimum value. If the 2nd derivative is positive then it is minimum else maximum. Put the same value to the main equation and find the minimum and maximum value.
in 
is
