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nikhilgmat31
- Legendary Member
- Posts: 518
- Joined: Tue May 12, 2015 8:25 pm
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Shawn is planning a bus trip across town that involves three buses. Bus 1
travels between Shawn's house and downtown, and it leaves every half-hour
starting at 7:20AM. Shawn will need to be on bus 1 for 1 hour 12 minutes. Bus 2 travels between downtown and uptown every half-hour starting at 7:10 AM. Shawn will need to be on bus 2 for 2/3 hour. Lastly, bus 3 travels between uptown and Shawn's destination every hour starting at 9AM. Assuming all buses stay on schedule, what is the least amount of time Shawn must spend waiting for
buses?
(A) 12 minutes
(B) 18 minutes
(C) 48 minutes
(D) 1 hour, 12 minutes
(E) 1 hour, 20 minutes
travels between Shawn's house and downtown, and it leaves every half-hour
starting at 7:20AM. Shawn will need to be on bus 1 for 1 hour 12 minutes. Bus 2 travels between downtown and uptown every half-hour starting at 7:10 AM. Shawn will need to be on bus 2 for 2/3 hour. Lastly, bus 3 travels between uptown and Shawn's destination every hour starting at 9AM. Assuming all buses stay on schedule, what is the least amount of time Shawn must spend waiting for
buses?
(A) 12 minutes
(B) 18 minutes
(C) 48 minutes
(D) 1 hour, 12 minutes
(E) 1 hour, 20 minutes












