Answer:
602.25 miles
Step-by-step explanation:
• Sydney stayed in Phoenix for 15 hours.
• She returned home 41 hours after leaving.
The total time spent travelling = 41 - 15 = 26 hours
• Let the time she used going to Philadelphia = t
,
• Then, the time spent coming back = (26-t) hours

The average speed from her home in Philadelphia to Phoenix = 55 mi/h.

The average speed from Phoenix back to Philadelphia = 40 mi/h.

Since the distance to and fro is the same, we have:

Therefore, the distance of Philadelphia from Phoenix:
