Consider the function $y=f(x)$ graphed below.

Give the $x-$coordinate of a point where:

A$.$ the derivative of the function is negative: $x=$

B$.$ the value of the function is negative: $x=1\mathrm{.}5$

C$.$ the derivative of the function is smallest $($most negative$)$: $x=$

D$.$ the derivative of the function is zero: $x=$

E$.$ the derivative of the function is approximately the same as the derivative at $x=3\mathrm{.}25($be sure that you give a point that is distinct from $x=3\mathrm{.}25!)$: $x=$