Solve Skid's Friction Problem - Calculate Coefficient

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Homework Help Overview

The problem involves calculating the coefficient of friction required for a car to stop before hitting a wall, focusing on the dynamics of friction as Skid applies the brakes while driving at a high speed.

Discussion Character

  • Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants discuss the relationship between acceleration, force, and friction, with some exploring the need for mass in calculations. There are questions about the type of friction involved when brakes are applied without locking.

Discussion Status

Participants are actively engaging with the problem, with some clarifying concepts related to static and kinetic friction. There is an acknowledgment of the need to convert units and a recognition of the implications of not locking the brakes.

Contextual Notes

There is a focus on the definitions of friction types and the conditions under which they apply, as well as the importance of unit conversion in the calculations.

sweetdaisy186
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Hey guys! I think I have half of the question figured out

The question:

Skid is driving his car at 80 mi/hr. While reading the Springfield Reivedw of Books, he looks up and notices he is about to crash into a wall. When he is 100 m from the wall, he puts on the brakes. If Skid does not lock his brakes, calculate the coefficient of friction he needs so that he stops just before he hits the wall. What type of friction does he use?

My work:

I know that this involves kinetic friction. I thought I should calculate acceleration so that I can use the force equation.

I used the V^2 = V0^2 + 2a*delta X

I got an acceleration of 0.8. In order to use the SumFx = m*a equation, don't I need a mass so that I can somehow solve for the kinetic friction?
 
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sweetdaisy186 said:
Hey guys! I think I have half of the question figured out

The question:

Skid is driving his car at 80 mi/hr. While reading the Springfield Reivedw of Books, he looks up and notices he is about to crash into a wall. When he is 100 m from the wall, he puts on the brakes. If Skid does not lock his brakes, calculate the coefficient of friction he needs so that he stops just before he hits the wall. What type of friction does he use?

My work:

I know that this involves kinetic friction. I thought I should calculate acceleration so that I can use the force equation.

I used the V^2 = V0^2 + 2a*delta X

I got an acceleration of 0.8. In order to use the SumFx = m*a equation, don't I need a mass so that I can somehow solve for the kinetic friction?

Just write down the equation with Newton's 2nd Law. You'll notice the mass will cancel out.
 
Hey!

I got my masses to cancel out, but I didn't get the right answer. I can't figure out what I did wrong. Here's my work it. :smile:
 

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Convert 80 miles/hour to m/s!

Also: If he doesn't lock the brakes, the tires won't slip. What kind of friction is that? (Locking the brakes will cause you to skid.)
 
omg, I can't believe I didn't catch that. Thanks!

Wouldn't it be kinetic friction if he didn't lock his breaks?
 
sweetdaisy186 said:
Wouldn't it be kinetic friction if he didn't lock his breaks?
No, just the opposite. Not locking the brakes means that the tires continue to roll without slipping--which means static friction. When you jam on the brakes, locking them (at least in the pre-ABS days) the wheels scrape along the ground instead of roll--that's when you get those cool skid marks, and kinetic friction applies. (And since under most conditions kinetic friction is less than static friction--giving you less control of the car--locking the brakes is a bad thing.)
 
OH! I see waht you mean, thanks!
 

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