If limx$0$f$($x$)=0$x$0$lim$$f$($x$)=0$ and limx$0$g$($x$)=0$x$0$lim$$g$($x$)=0,$ what can be said about limx$0$f$($x$)$g$($x$)$x$0$lim$$g$($x$)$f$($x$)?$

The limit is indeterminate.

A finite limit may or may not exist.

The limit is $0.$

The limit is $.$