Let f (x) - 18x - 2x. Use the First or Second Derivative Test to find the relative extreme values for f. Then identify the behavior of the tails of the function. Sketch the graph of the function following directions above and turn it in during your discussion section on the day this assignment is due. In the answer blanks below, fill in the appropriate x-values and corresponding relative extreme values, with the x-values in increasing order. Relative Maximum Values: ) - Relative Minimum Values: | -| ) -| Choose the letter of the graph that best shows the tail behavior of f: D D

College Algebra
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Chapter2: Functions And Their Graphs
Section2.4: A Library Of Parent Functions
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Let f (x) = 18x2 - 2x4.
Use the First or Second Derivative Test to find the relative extreme values for f. Then identify the behavior of the tails of the function. Sketch the graph of the function following directions above and turn it in during your discussion section on the day this assignment is due.
In the answer blanks below, fill in the appropriate x-values and corresponding relative extreme values, with the x-values in increasing order.
Relative Maximum Values:
Relative Minimum Values:
Choose the letter of the graph that best shows the tail behavior of f: D
B
Transcribed Image Text:Let f (x) = 18x2 - 2x4. Use the First or Second Derivative Test to find the relative extreme values for f. Then identify the behavior of the tails of the function. Sketch the graph of the function following directions above and turn it in during your discussion section on the day this assignment is due. In the answer blanks below, fill in the appropriate x-values and corresponding relative extreme values, with the x-values in increasing order. Relative Maximum Values: Relative Minimum Values: Choose the letter of the graph that best shows the tail behavior of f: D B
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