How is Total Displacement Calculated for a Two-Part Train Journey?

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To calculate the total displacement for the train journey, first determine the displacement for each segment of the trip. The train travels 58 km at an average velocity of 77 km/h, which can be used to find the time taken for this segment. After a 5-minute wait, the train travels for half an hour at an average velocity of 64 km/h, allowing for the calculation of the second displacement. The total displacement is simply the sum of the two distances traveled during each segment. Understanding average velocity as the ratio of displacement to time is crucial for solving this problem.
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A train travels 58km at an average velocity of 77km/h[E] waits for 5min, and then runs for half an hour at an average velocity of 64km/h[E]. Find the total displacement.


HOW?!?? I am so confused. I have a test tomorrow and my teacher is useless. Please help me pass this course.
 
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aaquib said:
A train travels 58km at an average velocity of 77km/h[E] waits for 5min, and then runs for half an hour at an average velocity of 64km/h[E]. Find the total displacement.


HOW?!?? I am so confused. I have a test tomorrow and my teacher is useless. Please help me pass this course.

You shoudl know that aevrage velocity is given by

\overline{v}_x = \frac{\Delta x}{\Delta t}

so if you have the time and the average velocity you may find the displacement. Find the displacements for each of the two different intervals and simply add them up. That's really that simple.
 
kdv said:
You shoudl know that aevrage velocity is given by

\overline{v}_x = \frac{\Delta x}{\Delta t}

so if you have the time and the average velocity you may find the displacement. Find the displacements for each of the two different intervals and simply add them up. That's really that simple.

I only have the time for the second part though. It doesn't tell me how long it travels for until after it stops.
 
distance = velocity / time

You know 58km at an average velocity of 77km/h so you only have one variable, time.
 
aaquib said:
I only have the time for the second part though. It doesn't tell me how long it travels for until after it stops.

For the second part it tells you that it last half an hour!
 
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