Question
A woman drove her car on a road running due north at a given rate for 6 hours. She continued her trip on an unsaved road due east for 5 hours at a rate of 4mph slower. Had she been able to go to her destination in a straight line from her starting point and at her original rate she would have taken 71/2 hours. Find her rate for the first part of the journey.
Answers
(6 x)^2 + [5 (x - 4)]^2 = (7.5 x)^2
Related Questions
3. A man leaves his home by car and travels 5 km on a road running due East. The driver then...
A road running north to south crosses a road going east to west at the point P. Car A is driving nor...
Juan and Sarah took a road trip. They drove for 4 days and traveled 2000 miles. Was the constant rat...