Drew is going to his friend's house after school and wants to track how far he walks. he first walks 1.25 miles north, then 0.75 miles east, and finally 0.25 miles south to get to his friend's house. when drew leaves, his friend tells him that there's a shortcut through the park to walk straight back to his house, 1.25 miles. a rectangular shape of park split into a standard triangle and a polygon how many miles does drew save by taking the shortcut instead of retracing the same route back home? a. 1 mi b. 1.25 mi c. 1.5 mi d. 0.75 mi