The next question has to do with a bisection process, which is very common in mathematical software. For example, the bisection method for finding a root of a function starts with an interval, $[$a$,$ b$],$ where f$($a$)$ and f$($b$)$ have different signs. It then computes the midpoint of the interval, c $=($a $+$ b$)/2.$ It then replaces either a or b by c so that the signs of the new f$($a$)$ and f$($b$)$ are still different, thus guaranteeing that the new interval $[$a$,$b$],$ which is either the left or right half of the previous interval, still brackets a root. In the next $2$ questions, assume B $=2$ and p $=24.$