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Force of Friction Questions and Answers

Force of Friction Questions and Answers

Common force of friction problems with solutions using force applied, wight, normal force, and the coefficient of friction to find acceleration.  If you need more help than these solutions go back to the content page here.

Questions:

It takes 45N of force horizontally to move a wood block constantly across a desk.

1) What is the applied force?

45 N

2) What is the force of friction?

45 N

3) What is the acceleration?

0 m/s2

4) What is the net force?

0 N

Net Force = 0 Example

5) What force is the minimum you have to apply horizontally to get a 1.5 kg block of wood at rest to move on a wood surface?

Minimum to move so up till its still not moving: use static friction

Find normal force By finding weight

FN = -FW

Fw = mg

Fw = (1.5)(10)= 15N down

FN = 15N up

Find the force of static friction

Ff = µFN

Ff = (0.25)(15) = 3.75N

coefficient of friction table

6) How much force would it take to keep the 1.5 kg block of wood moving at a constant rate after its moving?

Same block as before but now moving (use the coefficient of kinetic friction)

FN = 15N up

Ff = µFN

Ff = (0.20)(15) = 3.0 N

7a) Would a 15kg brick on a wood floor accelerate when 120N of force is applied?

FN = -FW

Fw = mg

Fw = (15)(10)= 150N down

FN = 150N up

Ff = µFN

Ff = (0.60)(150) = 90N

Yes, it would 120N greater than 90N

7b) What would its acceleration  be?

Can’t use the Ff from before since it would be moving but same FN

Ff = µFN

Ff = (0.45)(150) = 67.5N

Fnet = 120 – 67.5 = 52.5N forward

F = ma

force and mass to acceleration

 

Net force causing acceleration

8) If you lift the side of a desk creating a incline until the moment an object first starts moving.  What would happen next keeping that exact same angle and why?

 

C.The block would accelerate down the incline

 

Why?  Kinetic friction is less than static friction.  So as soon as there is motion the force of kinetic friction drops below the force of static friction.  While the force downhill that caused the motion stays the same.

Therefore there is a net force which causes acceleration and not just motion

Increasing incline slope

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Unit 1: One Dimensional Motion
Unit 2: 2D Motion
Unit 3: Newton’s Laws and Force
Unit 4: Universal Gravitation and Circular Motion
Unit 5: Work, Power, Mechanical Advantage, and Simple Machines
Unit 6: Momentum, Impulse, and Conservation of Momentum
Unit 7: Electrostatics
Unit 8: Current and Circuits
Unit 9: Magnetism and Electromagnetism
Unit 10: Intro to Waves
Unit 11: Electromagnetic Waves
Unit 12: Nuclear Physics

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