$(1$ point$)$ If a parametric surface given by r$1($u$,$v$)=$f$($u$,$v$)$i$+$g$($u$,$v$)$j$+$h$($u$,$v$)$kr$1($u$,$v$)=$f$($u$,$v$)$i$+$g$($u$,$v$)$j$+$h$($u$,$v$)$k and $2$u$2,1$v$12$u$2,1$v$1,$ has surface area equal to $4,$ what is the surface area of the parametric surface given by r$2($u$,$v$)=4$r$1($u$,$v$)$r$2($u$,$v$)=4$r$1($u$,$v$)$ with $2$u$2,1$v$12$u$2,1$v$1?$