Objective $[1\mathrm{.}11]$

The graph above$($and below$)$ is the DERIVATIVE graph of a function $ff$ is defined on the domain $[-5,5]$

A$.$ On what interval$($s$)$ is the function $f$ increasing? use $(,)$ and U to combine more than one interval

B$.$ On what interval$($s$)$ is the function $f$ decreasing? use $(,)$ and U to combine more than one interval

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C$.$ At what input$($s$)$ is the function $f$ at a maximum $($separated by space or comma$)$

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D$.$ At what input$($s$)$ is the function $f$ at a minimum $($separated by space or comma$)$

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$\backslash$table$[[,,,,5,,,,,]]$

The graph above $($and below$)$ is the DERIVATIVE graph, $f^{\text{'}},$ of a function $ff$ is defined on the domain $-6,8$

A$.$ On what interval$($s$)$ is the function $f$ increasing? use $(,)$ and $U$ to combine more than one interval

B$.$ On what interval$($s$)$ is the function $f$ decreasing? use $(,)$ and U to combine more than one interval

C$.$ At what input$($s$)$ is the function $f$ at a maximum $($separated by space or comma$)$

D$.$ At what input$($s$)$ is the function $f$ at a minimum $($separated by space or comma$)$

The graph below$($and above$)$ is $t$

$f$ is defined on the domain