Question 23
A bug starts at the lower-left corner of the square. Trap 1 is at the upper-right corner, and Trap 2 at the lower-right corner. At each untrapped corner, the bug chooses each of its two adjacent sides with probability $1/2$ and moves to the next corner. It stops on reaching a trap. If $p$ is the probability it is caught at Trap 2, find $60p$.
