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Graph the Function, Then Find the Extreme Values of the Function

question 209

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Graph the function, then find the extreme values of the function on the interval and indicate where they occur.
- y=x+4x5y = | x + 4 | - | x - 5 | on the interval <x<- \infty < x < \infty
 Graph the function, then find the extreme values of the function on the interval and indicate where they occur. - y = | x + 4 | - | x - 5 |  on the interval  - \infty < x < \infty     A)  Absolute maximum is 9 on the interval  [ 6 , \infty )  ; Absolute minimum is  - 9   on the interval  ( - \infty , 3 ]     B)  Absolute maximum is 10   on the interval  [ 5 , \infty )  ;  Absolute minimum is  - 10    on the interval  ( - \infty , 4 ]     C)  Absolute maximum is 8  on the interval  [ 5 , \infty)  ; Absolute minimum is  \mathbf { - 8 } .  on the interval  ( - \infty , 4 ]      D)  Absolute maximum is 9  on the interval  [ 5 , \infty )  ;  Absolute minimum is  - 9  on the interval  ( - \infty , 4 ]


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