This is similar to Section $3\mathrm{.}7$ Problem $16$:

For the function

h$($x$)=$x$33$x$2+15$x$+(4)$

$,$ determine the absolute maximum and minimum values on the interval $[0,2].$ Keep $2$ decimal place $($rounded$)($unless the exact answer has less than $2$ decimals$).$

Answer: Absolute maximum $=$ at

x$=$

$.$

Absolute minimum $=$ at

x$=$

$.$