A mouse has made holes in opposite corners of a rectangular kitchen. Starting from its hole
in the northwest corner, the mouse scurries 3 meters along the length of the kitchen to reach
a piece of cheese in the southwest corner. Then the mouse scurries 2 meters along the width
of the kitchen to its other hole in the southeast corner. Finally the mouse scurries back to the
first hole. What is the total distance the mouse scurries? If necessary, round to the nearest
tenth,