Question: Solving for the Coefficient of Friction on an Inclined Plane

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The discussion revolves around calculating the coefficient of friction for a brick sliding down an inclined plane. The user presents their calculations, using the formula F = ma, and arrives at a coefficient of friction (mu) of 0.43. This value suggests a relatively high level of friction, which aligns with the scenario described. The user expresses gratitude for the feedback and seeks additional resources for practicing similar physics problems. Overall, the calculations appear correct and provide a solid understanding of the topic.
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My math teacher set me a question on friction, knowing I was interested in physics. But he never gave me the solution, So I'm not sure if my working is correct. Any help is appreciated.

Question: A brick of mass 1.2 KG is sliding down a rough plane which is inclined at 25 degrees to the horizontal. Given that the acceleration is 0.3ms^-2, Find the coefficient of friction between the brock and the plane.

My answer: Using F = ma

R - 1.2g cos25 = 1.2 x 0
R = 1.2g cos 25
R = 10.66 N

1.2g sin25 - F = 1.2 x 0.3
F = 1.2g sin25 - 1.2 x 0.3
= 4.61 N

Therefore F = 'mu'R
4.61 = 'mu' x 10.66
4.61/10.66 = 'mu'
'mu' = 0.43

Many thanks, Alex
 
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looks ok to me, and the 0.43 would indicate a rather high friction which makes sense.
 
Yay, Thanks for takin the time to read my post. :) Do you know of any sites which offer questions such as these with solutions, So I may practice more? Alex
 
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