For the pseudo$-$code program below, assume that variables x$,$y$,$z$,$n and count hold integer values. x$=127$y$=$f$1($x$)$z$=$f$2($y$)$Print x$,$y$,$zDefine f$1($n$)$Count $=0$While$($n$>0)$N$=$n$/2$Count$=$count$+1$Return countDefine f$2($count$)$N$=1$While$($count$>0)$N$=$n$*2$Count$=$ count $-1$Return nThe output of the program will be