Let g$($x$)=2|$x$1|$g$($x$)=2|$x$1|,$ and h$($x$)=($x$1)2$h$($x$)=($x$1)2.$

For the following limits determine whether the form of the limit is determinate or indeterminate, determine the form of the limit and compute the value of the limit$.$ Possible answers include a number, $+$$+$$,$$$ and DNEDNE.

limx$1$h$($x$)$g$($x$)=$