I think I understand, but where do you find force?

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To find the coefficient of kinetic friction for a train stopping from 30 m/s in 30 seconds, the acceleration must first be calculated using kinematic equations. The force required to stop the train, derived from F=ma, is 10,000 N. This force is then equated to the frictional force using the equation Ff = μN, where N is the normal force (mg). The resulting coefficient of kinetic friction is approximately 0.102. The discussion highlights the importance of understanding forces in different directions and the role of friction in stopping motion.
  • #31
Laura0901 said:
I got one by using v=at
Well what did you get?
 
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  • #32
I used F=ma so: F=(10,000kg)(1)= 10,000
 
  • #33
Which I think is definitely wrong! I don't see how to use acceleration in the equation F=Mmg..
 
  • #34
Laura0901 said:
I used F=ma so: F=(10,000kg)(1)= 10,000
Why is that wrong? (Except of course you left the units off.) 10,000 N

Now use you "friction" equation: Ff = μN = μmg.
 
  • #35
10,000 N is the force?
 
  • #36
I used that friction formula to get:
10000=M(10000)(9.8)
 
  • #37
Laura0901 said:
10,000 N is the force?
That's the force required to stop a 10,000kg train in 30 seconds if it was traveling at 30 m/sec. Friction is the force that's employed to stop the train.
 
  • #38
which equaled to .1020408163
 
  • #39
Which doesn't have units because it's a coefficient
 
  • #40
Laura0901 said:
which equaled to .1020408163
That seems reasonable.

In the future, try to use the "reply" feature to respond to a particular post.
 
  • #41
Sorry. I'm using the web version on a device. I think I am using the Reply now!
 
  • #42
Wait no I'm not. Well thank you SO MUCH for helping. You're amazing. Thanks for staying around and helping me even though I didn't understand at all
 
  • #43
No problem. Glad you understand
 
  • #44
Do you mind checking out my other question about checking my answers? If not it's okay.
 
  • #45
Sure I have plenty of time
 
  • #46
Thank you!
 
  • #47
Wait where's your other question?
 
  • #48
They deleted my question! Ugh! But it is okay. I got help from my teacher lol thanks anyways! :)
 

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