Question

Select all br the following functions for which the extreme whut theorem garartees the exatence of an absolute mucimum and minimum.

Select all that apply:

$f(z)=z^2$ over $-5,0$

$g^{\text{'}}(z)=\frac{1}{2}$ over $|-3,0|$

$h(x)=|x-1|$ over $-5,0$

$t(t)=\sqrt[\phantom{2}]{2T}$ out $-5,0$

None of the above.