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Friction

2.) d = v

3.) v

4.) v = v

no force is acting on a body in a constant state of motion,

and F

1 N = 1 kg · m/s

F

μ

μ

(FYI: μ is the Greek letter mu.)

There are two kinds of friction: static
and kinetic.

Static friction is the force that you have to overcome to get something to start moving. This forces follows Newton’s Third Law and only matches the force on an object up to a threshold (see graphic).

Kinetic friction is the force that opposes motion while
something is moving. It is by nature *less than* static
friction (see graphic). If it were greater then it would be
harder to keep something moving than to get it started!

One important point: friction is independent of the surface
area of contact. The force of friction depends *only* on
the normal force!

Solve the following problems using what you know about
Newton’s Laws and the four powerful equations. All problems
in this activity involve friction. **Be careful**,
some of the problems have multiple parts! Do your work neatly on
a separate piece of paper. Keep this page in your binder for
future reference.

- The coefficient of static friction between a brick and a concrete floor is 0.6. If the mass of the brick is 1.6 kg, what force is required to get the brick to slide across the concrete? What is the coefficient of kinetic friction if it takes 3.2 N to keep the brick moving at a steady speed?
- If the coefficient of kinetic friction between a 12.0-kg
crate and the floor is 0.30, what horizontal force is required to
move the crate at a steady speed across the floor? What
horizontal force is required if μ
_{k}is 0? - A force of 25.0 N is required to start a 6.0-kg box moving
across a horizontal concrete floor.

- What is the coefficient of static friction (μ
_{s}) between the box and the floor? - If the force continues, it accelerates at 0.50
m/s
^{2}. What is the coefficient of kinetic friction (μ_{k})?

- What is the coefficient of static friction (μ
- Suppose that you are standing on a train accelerating at 0.20g. What minimum coefficient of static friction must exist between your feet and the floor if you are not to slide?
- A 1,000 kg car skids to a halt in 3.4 s. If the car was
moving at 30 m/s before skidding, calculate:
- the acceleration of the car
- the frictional force that stopped the car
- the coefficient of friction between the car and the road.

- Consider a wooden block that weighs 500 g with a mass of 2 kg
resting on top of it. The surface area of the bottom of the block
is 200 cm
^{2}. What is μ_{s}if it takes 7.0 N to start the block moving forward? What is μ_{k}if it takes 4.0 N to keep it moving at a steady speed? - The block in the previous problem is now turned onto its side
so that the surface area in contact is just 100 cm
^{2}. What are μ_{k}and μ_{s}? What force is required to start the block moving? What force is required to make the block accelerate at 0.2 m/s^{2}once the static friction has been overcome?