Help! Grade 12 Physics Question on Centripetal Acceleration

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Homework Help Overview

The discussion revolves around a Grade 12 physics problem related to centripetal acceleration, involving a race car navigating a banked turn. The original poster describes their attempts to solve multiple parts of the question, including calculations for radius, centripetal acceleration, and static friction.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • The original poster shares their calculations for the radius of curvature and centripetal acceleration but expresses confusion regarding the coefficient of static friction. Some participants question the completeness of the problem's data, suggesting that necessary information may be missing to solve it fully.

Discussion Status

Participants have provided insights into the nature of static friction and its relationship to the coefficient of static friction. There is an acknowledgment of differing interpretations of the problem's requirements, with some suggesting that the original poster's calculations may not be valid due to missing data.

Contextual Notes

There is a noted concern about the adequacy of the provided information for solving the problem, particularly regarding the calculation of the radius of curvature.

Fittler
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A little confused...

Allright, I am doing Grade 12 University Prep. Physics, and I am almost finished the 4th Lesson. But I hit this one question and I am little stumped, my teacher does not com in for 15 minutes or so, so I thought maybe you guys would like to help me.

The initial scenario is this: A race car driver is driving her car at a record breaking speed of 225 km/h = 62.5m/s. The first turn on the course is banked at 15(deg), and the cars mass is 1450kg.

a) Calculate the radius of the curvature for this turn.

Which I did, no problem.

b) Calculate the centripetal acceleration of the car.

Again, no problem.

c) If the car maintains a circular track around the curve, what is the mganitude of the force of static friction?

So I calculated to force of static friction, which ended up being 0.27.

d) What is the coefficient of static friction necessary to ensure the safety of this turn?

Now I am stumped, didn't I just answer this question? Or rather how would I anser this question?

Thanks in advance.
 
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The force of static friction is measured in Newtons, it's what acts on the car to keep it from sliding. The coefficient of static friction is a dimensionless number, usually less than 1. I can tell you right now that a car's friction force will be quite a bit greater than 0.27N...
 
Hahaha. You know what? I figured it out like right after I posted this. Thanks. Everything is fine now:)
 
You figured it out eih? Well my friend this question if FLAWED. Yepp, it is MISSING DATA. There is no way you can determine r with the data given. So whatever u figured out, u figured out wrong :)
 

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