Static friction question with no mass

In summary, the conversation discusses the estimation of static friction for a drag racer that covers the quarter mile in 6 seconds. The speaker mentions creating a Free Body Diagram and attempting to calculate the acceleration using the formula 1320=1/2a6^2. However, they are unsure of their answer and also mention trying to find the normal force without knowing the mass. The other speaker points out the lack of information to accurately find the friction force and suggests estimating the coefficient of static friction instead.
  • #1
kirstynl
2
0
1. if a car is speeding off on a surface of asphault, no slipping tires, estimate static friction for a drag racer that covers the quarter mile in 6 seconds



My attempt:

I made a Free Body Diagram: Weight (W) down wards, Normal force (fn) upwards, and friction static friction to the right (Ffs). ou rteacher set that up for us.
I then tried calculating acceleration.

1320=1/2a6^2
a=18.33 m/s/s i think that answer is completely wrong and then i tried figguring out fn

Fn-W= ma
Fn-mg=18.33m
fn-9.8=18.3
Fn=28.1

But i think you have to divide the Fn by the mass times gravity

but i don't have the mass... so i don'/t know phelp pleasee
 
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  • #2
You don't have enough information in the question
I could have a tractor pulling a sledge do 1/4mi in 6 seconds (with a big enough engine) or a I could have an air hockey puck do the same.

You need at least the mass and power.
 
  • #3
coefficient of static friction

kirstynl said:
1. if a car is speeding off on a surface of asphault, no slipping tires, estimate static friction for a drag racer that covers the quarter mile in 6 seconds
As mgb_phys points out, you don't have enough information to find the friction force. But you can estimate the coefficient of static friction, which might be what your teacher meant.

Hints: When finding the acceleration, convert .25 miles to meters, not feet. How does the friction force relate to the normal force?
 

FAQ: Static friction question with no mass

What is static friction?

Static friction is the force that prevents an object from moving when a force is applied to it. It is a type of friction that occurs between two surfaces that are not moving relative to each other.

How is static friction different from kinetic friction?

Static friction occurs when two surfaces are not moving relative to each other, while kinetic friction occurs when two surfaces are sliding or moving past each other. The force of static friction is usually greater than the force of kinetic friction.

Does the mass of an object affect static friction?

No, the mass of an object does not directly affect the force of static friction. However, the weight of an object can influence the force of static friction because it is the force that is being applied to the surface.

How is static friction calculated?

The force of static friction can be calculated using the formula Fs = μsN, where μs is the coefficient of static friction and N is the normal force between the two surfaces.

What factors can affect the force of static friction?

The force of static friction can be affected by the coefficient of friction, the roughness of the surfaces, and the normal force between the two surfaces. Other factors such as temperature and surface area may also have an impact on the force of static friction.

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