Displacement and Velocity Problem

AI Thread Summary
To average 50 km/h over a 100-km journey, the car must complete the second 50 km in 0.75 hours after taking 1.25 hours for the first half at 40 km/h. The total time required for the journey is 2 hours. Using the formula d=rt, the required speed for the second half is calculated to be 66.67 km/h. This solution confirms that the problem involves determining the necessary speed for the second segment to achieve the desired average speed.
Loppyfoot
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Homework Statement


A car making a 100-km journey travels 40 km/h for the first 50 km. How fast must it go during the second 50 km to average 50 km/h?


Homework Equations





The Attempt at a Solution


I calculated the time to travel the first 50km at 40km/h, to take 1.25 hours. So it take 1.25 hours to drive 50km at 40km/h. So I need to find how fast it must go during the second 50km to average 50km/h. I am confused. Is this a two-part problem?
 
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Loppyfoot said:
Is this a two-part problem?

Hi Loppyfoot! :smile:

Well, it's a two-part solution :wink:

first find what the total time must be to average 50 km/h, and then find how fast the last half has to be.

What do you get? :smile:
 
Alright, I think I have seemed to have gotten it; with the little catalyst you provided.
If the first half take 1.25 hours, the last half must take 0.75 hours. I then used d=rt, and plugged in:
50km = r(0.75hours)
r = 66.67 km/hour

Thanks!
 
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