Inclined Plane phyiscs question

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Homework Help Overview

The problem involves analyzing the forces acting on a dirt bike and rider as they ascend a 25-degree inclined plane. The given forces include an applied force, the weight of the bike and rider, and frictional force, with the goal of determining the acceleration.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the necessity of drawing a free body diagram to visualize the forces involved, particularly the downslope component of weight. There are questions about the correct interpretation of forces, including the applied force and friction.

Discussion Status

The discussion is ongoing, with participants sharing their interpretations of the forces and calculations. Some have expressed confusion about specific components of the forces, while others suggest focusing on the geometry of the situation to clarify the relationships between the forces.

Contextual Notes

There is mention of a test where the original poster's calculations were incorrect, indicating potential misunderstandings about the components of forces acting on the inclined plane. Participants are also questioning the relevance of certain forces in the context of the problem.

soccer17
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Homework Statement


He gives the bike a little throttle providing an applied force of 1.20 kN to propel him up the 25 degree incline. THe combined weight of Chad and the dirt bike is 1.85 kN. If the force of friction is 250 N, determine the acceleration?


2. Homework Equations [/b
I used Fnetx(ma)= Ff + Fa + Fg ( parallel)


The Attempt at a Solution


I found the mass by doing Fg / g to get mass which was 188.58 kg. so I know the Ff + Fa + Fg(parrallel) will be divided by this mass. I know Ff is -250. the applied force is 1200N. So what is the Fg( parallel). Or did i even do this right??
 
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I think you need to draw a free body diagram for the situation, and examine how the geometry determines the downslope component of the weight.
 
I did draw the free body diagram Fg is straight down Fg perpendicualr is straight down from the surface and Fn is straight up from the surface, and Fg having a horizontal component called Fg (parallel) and Ff going left from the bike on the inclined plane and the applied force is opposite.
Gneill, I don't understand what you are saying, why can't anyone just sohw me how to get the answer and what I am getting wrong?
 
It would be nice to see some calculations with values. You've determined the direction of the frictional force, which is good. You've also got the mass from the weight. It seems that what you're missing is the downslope component of the weight. Your FBD should allow you to find it from the geometry of the situation.
 
the calcualtions only take one step. -250+1200sin25+1200N divided by 188.58 Kg to get acceleration, but I got it wrong on the test
 
soccer17 said:
the calcualtions only take one step. -250+1200sin25+1200N divided by 188.58 Kg to get acceleration, but I got it wrong on the test

I take it that -250 is the downslope frictional force, and I can spot the upslope force of the bike propulsion, 1200N. What is 1200sin25 supposed to represent? It's positive so it's an upslope-directed force. Doesn't make sense to me.
 
it represents the Fg(parallel) I remember when my teacher was going over this question he put a number then sin25, i just can't remember the number.
Never mind, this question is hopeless
 
Applied force in in the upward direction. The frictional force and proponent of the weight of the Chad and the bike (1850*sin25) are in the downward direction. Find the net upward force and hence acceleration.
 
i don't understand, you don't need Fn. Because the Fnet equation equals Ff + Fa + Fg(parallel) , you don't need Fn or Fg becuase its in the y-axis, and acceleration is in the x-axis
 
  • #10
I hope the applied force on the bike is parallel to the inclined plane. The bike experiences a retarding force ( fr + W*sin25) where W is the weight of the bike and Chad. Find the net force and proceed.
 

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