Comparing Forces in Car Collisions

AI Thread Summary
In the discussion on car collisions, participants analyze three scenarios involving a red car and a blue car to determine which experiences greater force during collisions. For the first scenario, it is concluded that the red car, moving at 20 mph, exerts a greater force on the stationary blue car. In the second scenario, the red car traveling at 25 mph is considered to exert a greater force than the blue car moving at 15 mph. The third scenario involves a red car at 25 mph colliding with a blue car at 15 mph in the opposite direction, yet Newton's third law indicates that the forces are equal and opposite. Overall, the discussion emphasizes the application of Newton's third law in understanding forces during car collisions.
JL-Wsixx
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Homework Statement


1. A red car with a velocity of 20mph north collides with a blue car that is stopped at a stoplight. On which car is the force greater?

2. A red car with a velocity of 25mph north collides with a blue car with a velocity of 15 mph north. Which one feels a greater force?

3. A red car traveling at 25 mph north collides with a blue car traveling at 15mph south. Which car experiences the greater force?




Homework Equations





The Attempt at a Solution

 
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Welcome to PF!

Hi JL-Wsixx! Welcome to PF! :wink:

Tell us what you think, and then we'll comment :smile:
 
What does Newton's 3rd Law say?
 
Well, for #1 I think that the red car would have a greater force being that it's in motion with a v=20 mph and not a standstill like the blue car which has a net force=0.

For #2, again I think that the red car has a greater force because its velocity is greater than the blue car same as with problem 3.

Newton's 3rd law says that when one object exerts a force on a second object, the second exerts an equal and oppositely directed force on the first.

So does this mean that there force are the same?
 
JL-Wsixx said:
Newton's 3rd law says that when one object exerts a force on a second object, the second exerts an equal and oppositely directed force on the first.

So does this mean that there force are the same?

erm … yes! :smile:
 
So, the red cars greater velocity or the directions of the cars doesn't come into affect?
 
Correct. :smile:
 
Cool, thanks :)
 
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