How many seconds will it take before the cars meet?

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Two cars are 17.50 km apart and moving towards each other at speeds of 7.50 m/s and 10.40 m/s. The distance was converted to meters, totaling 17,500 m. The combined speed of the cars is 17.90 m/s, leading to a calculation of time to meet as 977.65 seconds. A correction was noted regarding a typo in the speed calculation, emphasizing the importance of using relative velocity principles. The discussion highlights the need for systematic approaches in solving such problems.
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Homework Statement


Two cars are initially 17.50 km apart on a straight road. If the cars are moving toward each other, car 1 with a speed of 7.50 m/s and car 2 with a speed of 10.40 m/s, how many seconds will it take before the cars meet? Round your answer to three significant figures.

Homework Equations


Don't know

The Attempt at a Solution


Converted to 17,500 m for the distance apart.
I added 7.50 and 10.40; Then I divided 17,500 by 17.9 seconds
=977.65 seconds
 
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You have doubts? Need an organizing/systematic principle?
 
Bystander said:
You have doubts? Need an organizing/systematic principle?

I wanted to see if it was right because I didn't use any formulas, I just kinda thought about it.
 
Lana Elcic said:
I wanted to see if it was right because I didn't use any formulas, I just kinda thought about it.
You have one typo, you wrote 17.9 seconds instead of 17.9 m/s.
If you want to relate your method to a principle, it would be that of relative velocity. Or, equivalently, a change to a different inertial reference frame.
 
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