Physics: Friction Coefficient Calculation

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Homework Help Overview

The problem involves calculating the coefficient of kinetic friction for a skier descending a slope. The scenario includes parameters such as the skier's mass, the height and angle of the slope, thrust from the skis, and the final speed at the bottom of the slope.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the relevance of the slope and velocity in the context of the problem. There are attempts to identify the base equations needed for the calculation. Some participants express confusion regarding their previous answers and seek clarification on the correct approach.

Discussion Status

Some guidance has been provided regarding the forces acting on the skier and the components involved in the calculations. Participants are exploring different interpretations of the problem and questioning their understanding of the forces at play.

Contextual Notes

There is mention of incorrect answers provided by participants, indicating a potential misunderstanding of the problem setup or calculations. Participants are encouraged to show their work and the equations they are using.

oldunion
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Sam, whose mass is 66.0kg, takes off down a 55.0m high, 11.0 degree slope on his jet-powered skis. The skis have a thrust of 190N. Sam's speed at the bottom is 38.0 38m/s.

What is the coefficient of kinetic friction on his skees.

I don't understand why they put a slope or velocity in. So what would the base equation be for solving this.
 
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oldunion said:
Sam, whose mass is 66.0kg, takes off down a 55.0m high, 11.0 degree slope on his jet-powered skis. The skis have a thrust of 190N. Sam's speed at the bottom is 38.0 38m/s.

What is the coefficient of kinetic friction on his skees.

I don't understand why they put a slope or velocity in. So what would the base equation be for solving this.
::::::::::#1 & #2 below answer your specific questions. #3 & #4 provide solution guidance & hints.
1) You are given the final velocity so you can determine the component of NET FORCE acting on Sam PARALLEL to ski slope.

2) You are given the slope so you can determine the component of GRAVITATIONAL FORCE acting on Sam PARALLEL to the ski slope.

3) There are 3 Forces acting on Sam in this problem, each with a component Parallel to and Normal to the Ski Slope (in the following, K is the Kinetic Friction Coefficient):
:::: a) Gravity:
:::::::::: Component Parallel To Slope={mgSin(11 deg)}
:::::::::: Component Normal To Slope={-mgCos(11 deg)}
:::: b) Jet Ski Thrust:
:::::::::: Component Parallel To Slope={190 N}
:::::::::: Component Normal To Slope={0}
:::: c) Ski Slope Surface
:::::::::: Component Parallel To Slope={-KmgCos(11 deg)} <----- Kinetic Friction
:::::::::: Component Normal To Slope={mgCos(11 deg)}

4) Procedure:
:::: a) Determine NET FORCE acting on Sam PARALLEL to Slope using Conservation of Energy:
:::::::::: {Total Kinetic Energy} = {NET FORCE || to Slope}*{Distance Along Ski Slope}
:::::::::: (1/2)mv^2 = {NET FORCE || to Slope}*{(55 m)/Sin(11 deg)}
:::::::::: Solve for {NET FORCE || to Slope}
:::: b) Establish Force Balance Equations and SOLVE for Kinetic Friction Coefficient K:
:::::::::: {NET FORCE || to Slope} = {Sum of All PARALLEL Force Components}
:::::::::: 0 = {Sum of All NORMAL Force Components}


~~
 
Last edited:
0.038
0.3
0.4
.1
.01
.2
.05

all incorrect answers. not sure what I am doing wrong
 
oldunion said:
0.038
0.3
0.4
.1
.01
.2
.05

all incorrect answers. not sure what I am doing wrong

You need to show your work.
Please indicate the exact (symbolic) equations you're using, and then show your substitutions.


~~
 

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