Solving Physics Problems: 25N Force, 2.5 kg Block, and 35deg Incline

AI Thread Summary
The discussion focuses on solving a physics problem involving a 2.5 kg block being pulled up a 35-degree incline by a 25 N force. The key calculations involve determining the work done by the applied force, friction, and gravitational force. One participant suggests using the formula W = F * distance and mentions the need to account for the gravitational force and normal force in their calculations. Another participant calculates the work done by the force as 102.4 J, questioning its accuracy. The conversation emphasizes the importance of understanding the forces at play and applying the correct physics principles to solve the problem.
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anyone physics experts know how to do this questions?

A force of 25 N parallel to a 35degrees inclined plane pulls a 2.5 kg block 5 m up the plane at
constant speed.
(a) How much work has been done by the 25 N force?
(b) much work has been done by friction?
(c) How much work has been done by the gravitational force?
 
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What have you done to try and solve the question? Where specifically are you have problems?
 
work=F(average)*(cos theta)*distance
friction=coefficient of friction * Normal force
gravity is always 9.80m/s^2 on earth
 
this is what i got so far. W = F * distance

so by the diagram I got:

W = 25 N * 5m * cos 35

but i know that's wrong... i dont' know how i incorporate teh mass
 
multiply the mass by gravity, but remember that gravity will be straight down and the normal force is perpendicular to the block, so use a net force diagram to sort out the remaining forces ... hope that helps, makes more sense in my head than it does typed, lol
 
WCU said:
multiply the mass by gravity, but remember that gravity will be straight down and the normal force is perpendicular to the block, so use a net force diagram to sort out the remaining forces ... hope that helps, makes more sense in my head than it does typed, lol


what part of the question are you referring to?
 
for part a i got 102.4 J. does that look right?
 
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