Rebecca S.

asked • 07/07/15

Math/Physics

A commuter train travels from Baltimore to Washington DC and back in 1 hour and 45 minutes. The distance between these two stations is about 40 miles. 
a.) What is the average velocity of the train?
b.) What is the average speed of the train in m/s? 
Please provide a detailed explanation. 

1 Expert Answer

By:

David W. answered • 07/07/15

Tutor
4.7 (90)

Experienced Prof

Rebecca S.

Thank you so much  for the resource,  but it doesn't really help me. ?? I don't understand.
Report

07/07/15

David W.

The article states
 
"It is easy to find the distance traveled by a ball that has been thrown up in air and comes down to the same point. But the displacement of the ball is zero as it comes back to its start point."
and
"The same concept applies to speed and velocity. Where as speed is a scalar quantity that only tells you how fast an object is moving, velocity also tells you the direction of the moving body"
 
So, in the problem statement, both speed and velocity have units of miles per hour.  However, velocity has a "+" of "-" to indicate direction (like a vector), but speed is just miles/hr.
 
For (b) the average speed is just (80 miles / 1.75 hr) = 45.7 mph. 
For (a) the train returns to its starting position, so the average velocity is 0.
Report

07/07/15

Rebecca S.

Thank you so much again. So would the meters per second be 20.43?
Report

07/08/15

Andrew M.

Rebecca, I did the conversion form miles/hr to meters/sec and got the same answer of 20.43 m/sec
Report

07/08/15

Rebecca S.

Ok Thank you so much Andrew and David. I appreciate it greatly. 
Report

07/08/15

David W.

My e-mail just beeped ---  THX Andrew, I agree !
Report

07/08/15

Jessica B.

How did you guys convert it to mps? I’m having some difficulty doing it
Report

05/14/21

Still looking for help? Get the right answer, fast.

Ask a question for free

Get a free answer to a quick problem.
Most questions answered within 4 hours.

OR

Find an Online Tutor Now

Choose an expert and meet online. No packages or subscriptions, pay only for the time you need.