Implement the following Boolean function with an $8$x$1$ multiplexer:F$($w$,$x$,$y$,$z$)=(0,3,5,6,8,9,14,15).$ Apply the inputs w$,$ x$,$ y$,$ & z with data switches SW$0$ SW$3$ and the output at L$0$ as indicated in table $4.$The connection is done as follows:The variables w$,$ x and y are connected to the selection lines of the MUX. The inputs of the MUX are functions of the fourth variable z$,$ as follows:Table $4$XYZF Z