Math Problem Statement
Lab07_Manual(1) (1).pdf
444.12 KB
Equation 1: ๐๐ = ๐๐, Consider an object on an inclined plane with angle ๐, as in the right figure. If it is driven by gravity and is sliding down at a constant speed, please show that the coefficient of kinetic friction ๐๐ = tan๐. (Hint: use the relation in Eq. (1).)
Solution
Ask a new question for Free
By Image
Drop file here or Click Here to upload
Math Problem Analysis
Mathematical Concepts
Kinetic Friction
Trigonometry
Forces on Inclined Plane
Formulas
f_k = ฮผ_k N
f_k = M g cos๐
ฮผ_k = tan๐
Theorems
Newton's Second Law
Trigonometric Identity: tan๐ = sin๐ / cos๐
Suitable Grade Level
College-level Physics (Introductory Mechanics)
Related Recommendation
Understanding the Coefficient of Friction and its Role in Physics
Calculate Coefficients of Static and Kinetic Friction on an Inclined Platform
Understanding Static and Kinetic Friction on Flat and Inclined Planes
Finding the Coefficient of Friction on an Inclined and Horizontal Plane
Coefficient of Kinetic Friction for an Inclined Plane Problem