Concept explainers
Whether the function has maximum or minimum value.
Answer to Problem 64SR
The function has a maximum value and the value is
Explanation of Solution
Given information:
The function mentioned in the problem is
Formula used:
For the maximum value of the function
For the minimum value of the function
For the critical point the first derivative of the function
Calculation:
Consider that the function
Recall that the for the maximum value of the function
Therefore the first derivative of the function
Therefore the function has maximum value.
Recall that for the critical point the first derivative of the function
Therefore the first derivative is equal to zero than we have
Therefore at
Therefore the function
Chapter 4 Solutions
Glencoe Algebra 2 Student Edition C2014
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