Compute the indicated values of the given function.

$h(t)=\sqrt[\phantom{2}]{t^2+2t+25}$;$h(-5),h(0),h(5)$

$h(-5)=\sqrt[\phantom{2}]{10}$;$h(0)=25$;$h(5)=2\sqrt[\phantom{2}]{15}$

$h(-5)=2\sqrt[\phantom{2}]{10}$;$h(0)=5$;$h(5)=2\sqrt[\phantom{2}]{15}$

$h(-5)=2\sqrt[\phantom{2}]{10}$;$h(0)=25$;$h(5)=2\sqrt[\phantom{2}]{13}$

$h(-5)=\sqrt[\phantom{2}]{10}$;$h(0)=25$;$h(5)=2\sqrt[\phantom{2}]{13}$