Identify the location and value of any relative maxima or minima of the function.
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A) At $x = 1$, the function has a relative maximum of $- 2$. At $x = 0$, the function has a relative minimum of 2 . At $x = 2$, the function has a relative maximum of 4 .
B) At $x = - 2$, the function has a relative maximum of 1 . At $x = 2$ the function has a relative minimum of 0 . At $x = 4$ the function has a relative maximum of 2 .
C) At $x = 2$, the function has a relative minimum of 0 . At $x = 4$, the function has a relative maximum of 2 .
D) At $x = 0$, the function has a relative minimum of 2 . At $x = 2$, the function has a relative maximum of 4 .

Question

Identify the location and value of any relative maxima or minima of the function.
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A) At $x = 1$, the function has a relative maximum of $- 2$. At $x = 0$, the function has a relative minimum of 2 . At $x = 2$, the function has a relative maximum of 4 . 
B) At $x = - 2$, the function has a relative maximum of 1 . At $x = 2$ the function has a relative minimum of 0 . At $x = 4$ the function has a relative maximum of 2 . 
C) At $x = 2$, the function has a relative minimum of 0 . At $x = 4$, the function has a relative maximum of 2 . 
D) At $x = 0$, the function has a relative minimum of 2 . At $x = 2$, the function has a relative maximum of 4 .

Quizplus · Accepted Answer

The Answer of Identify the location and value of any relative maxima or minima of the function.
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A) At $x = 1$, the function has a relative maximum of $- 2$. At $x = 0$, the function has a relative minimum of 2 . At $x = 2$, the function has a relative maximum of 4 . 
B) At $x = - 2$, the function has a relative maximum of 1 . At $x = 2$ the function has a relative minimum of 0 . At $x = 4$ the function has a relative maximum of 2 . 
C) At $x = 2$, the function has a relative minimum of 0 . At $x = 4$, the function has a relative maximum of 2 . 
D) At $x = 0$, the function has a relative minimum of 2 . At $x = 2$, the function has a relative maximum of 4 .

Identify the Location and Value of Any Relative Maxima or Minima