Finding friction w/ out coefficient?

In summary: Not even in space... So how can it have no significance in this question if Fnet is = mass * acceleration.?When you draft a post, the Green tool bar over the edit box contains several different buttons. The button marked x2 supplies superscripts for your text.Looking at your free body diagram, you have shown the forces acting on the car bass ackwards. The weight of the car is not important here, only the balance between the tractive force (5600 N) and the opposing friction force, which you are supposed to calculate, given that the car is accelerating in a horizontal, rather than a vertical, direction.You are still trying to calculate the friction force as if you knew
  • #1
Mrchilko
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Homework Statement


Hey new to forum here... Grade 11 physics student... Love physics and math! But this one question seems easy but I can't seem to get through... Here it is : A 1100kg car accelerates at 3.40 m/s. If the wheels exert a force of 5600N on the road, calculate the force of friction resisting the motion?

Homework Equations


F net= m x a ... But I don't which equation to use.. I know friction is normally calculated with F fr = u * Fn [/B]

The Attempt at a Solution


I have the answer... But don't know where to start other than maybe finding the net force.. [/B]
 
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  • #2
Mrchilko said:

Homework Statement


Hey new to forum here... Grade 11 physics student... Love physics and math! But this one question seems easy but I can't seem to get through... Here it is : A 1100kg car accelerates at 3.40 m/s. If the wheels exert a force of 5600N on the road, calculate the force of friction resisting the motion?

Homework Equations


F net= m x a ... But I don't which equation to use.. I know friction is normally calculated with F fr = u * Fn [/B]

The Attempt at a Solution


I have the answer... But don't know where to start other than maybe finding the net force.. [/B]
First, acceleration has units of m/s2, not m/s, which are the units for velocity.

Second, you should draw a free body diagram of the car. Remember, the car is accelerating, so what does that tell you about Fnet?
 
  • #3
Well if its accelerating doesn't that mean... Its an unbalanced force? And that I can determine the Fnet... And ye .. Hahah i know that acceleration has the squared symbol... But I don't know how to put it on my computer :/
 

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  • #4
Mrchilko said:
Well if its accelerating doesn't that mean... Its an unbalanced force? And that I can determine the Fnet... And ye .. Hahah i know that acceleration has the squared symbol... But I don't know how to put it on my computer :/
When you draft a post, the Green tool bar over the edit box contains several different buttons. The button marked x2 supplies superscripts for your text.

Looking at your free body diagram, you have shown the forces acting on the car bass ackwards. The weight of the car is not important here, only the balance between the tractive force (5600 N) and the opposing friction force, which you are supposed to calculate, given that the car is accelerating in a horizontal, rather than a vertical, direction.

You are still trying to calculate the friction force as if you knew a coefficient of friction (which you don't) by turning the tractive force into a part of the normal force (which it isn't).
 
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  • #5
Ahhhh I don't know... This question must be sooo easy... Like were talking Newtons second law here... I don't want to give up on it either. :/ physics may not be my thing... If something this easy doesn't click to my head like some people... But how can mass have no significance in this question if Fnet is = mass * acceleration.?
 
  • #6
This problem is horribly worded.
"The force the wheels exert on the road" would include the normal force, but since that's about 10,000N they must mean the horizontal force the wheels exert on the road.
Secondly, they don't mean "the force of friction that opposes motion". The friction between wheels and road is providing the acceleration. The forces opposing motion are rolling resistance in the tyres and air drag.
Of these, rolling resistance does not lead to any horizontal forces, only vertical ones. (It generates a torque opposing the rotation of the wheels.)
So what they should ask for is the drag. Draw your FBD on that basis.
 
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  • #7
Ye.. So should it look like this than ?
 

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  • #8
Mrchilko said:
Ye.. So should it look like this than ?
No.
Forget the rolling resistance. As SteamKing noted, no vertical forces are interesting here. You just have a car of known mass and acceleration, a given propulsive horizontal force from the tyres, and an unknown (to be determined) drag force; all horizontal.
From those you can construct an equation ##\Sigma F = ma## for the horizontal direction.
 
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  • #9
Hahah I tried that... And it didn't equal to the answer given which is ( 1.86*103) ... 10780N* 3.40m/s 2= 36652.. Then what ? ( 10780N comes from the... 9.80 * 1100 kg to equal out to N
 
  • #10
Mrchilko said:
Hahah I tried that... And it didn't equal to the answer given which is ( 1.86*103) ... 10780N* 3.40m/s 2= 36652.. Then what ? ( 10780N comes from the... 9.80 * 1100 kg to equal out to N
You seem to be confused about mass and weight.
mass * acceleration = force
kg * m/s2 = N
N * m/s2 = nothing of any meaning
 
  • #11
Ahhhhhhhhjh damnit... I forgot... Mass = the same everywhere no matter what and the universal term for mass is kg... Haha stupid simple mistake... Thank you, very much :/ just getting into this physics business so..
 
  • #12
Mrchilko said:
Ahhhhhhhhjh damnit... I forgot... Mass = the same everywhere no matter what and the universal term for mass is kg... Haha stupid simple mistake... Thank you, very much :/ just getting into this physics business so..
But than.. Once I get 3740... Should I proceed with what ?
 
  • #13
Mrchilko said:
But than.. Once I get 3740... Should I proceed with what ?
In the equation ##\Sigma F =ma##, where does the 3740N feature? What other forces should be in that equation?
 
  • #14
well we haven't integrated the 5600N force ... So ∑F= 1100 ( 3.40) = 3740N... But than doesn't that mean that we add 5600 N? To the overall..? Cause than we would have 9340N... Sorry in tired... Haha I have pre-calculus this semester too... So I'm not thinking straight... But I will figure it out later... Thanks for evrything
 

FAQ: Finding friction w/ out coefficient?

What is friction and why is it important to find the coefficient?

Friction is the force that resists the relative motion of two surfaces in contact. It is important to find the coefficient of friction because it helps to understand and predict how objects will interact and move against each other.

How can friction be measured without using the coefficient?

Friction can be measured without using the coefficient by conducting experiments and measuring the force required to move an object across a surface. This force can then be compared to the weight of the object to determine the coefficient of friction.

Can the coefficient of friction change over time?

Yes, the coefficient of friction can change over time due to factors such as wear and tear on surfaces, changes in temperature, and the presence of lubricants or contaminants.

Is there a universal coefficient of friction for all surfaces?

No, the coefficient of friction varies depending on the materials and surface textures of the two objects in contact. It can also vary based on the force, speed, and direction of motion.

How is the coefficient of friction used in real-world applications?

The coefficient of friction is used in various industries, such as engineering, physics, and materials science, to design and improve products and machines. It is also important in sports, where it can affect the performance and safety of athletes. Additionally, the coefficient of friction is used in forensic investigations to analyze the movement and interactions of objects at a crime scene.

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