$1.$ Use the data from Table $5-1$ to fill each cell of the blank Karnaugh map in Figure $5-1$ with the output corresponding to the combination of input variables represented by that cell$\mathrm{.}2.$ Group the cells containing a $"1"$ according to the following rules:$*$ Each cell containing a $"1"$ must be included in at least one group. Cells may, but need not be$,$ included in more than one group.$*$ Cells in each group must be horizontally or vertically adjacent to each other $($i$.$e$.,$ no diagonal groups$).$ Karnaugh maps "wrap around" so that the top and bottom rows are vertically adjacent to each other and the leftmost and rightmost columns are horizontally adjacent to each other.$*$ Groups must be essentially rectangular in form, so that every row in a group includes the same number of columns, and every column in a group includes the same number of rows.$*$ The number of cells in each group must be a power of $2,$ so that each group contains $1$ cell, $2$ cells $4$ cells etc.e$.$ Each group must contain as many cells as possible $3)$ Each group corresponds to an AND term in the final simplified expression. To determine the variables AND term, write down the input variables that are common to each cell in the group.AND Term $1$: AB AND Term $2$: BC AND Term $3$: AC