Transcript
Page 1: Newton’s Second Law of Motion

Newton’s Second Law of Motion

Page 2: Newton’s Second Law of Motion

Newton’s Second Law – the Law of Acceleration

The acceleration (a) of an object depends on the objects mass (m) and the amount of force (F) applied to the object.

Page 3: Newton’s Second Law of Motion

Remember, acceleration occurs when an object…

1. Speeds up2. Slows Down

3. Changes Direction

Page 4: Newton’s Second Law of Motion

What does this look like?

Force

accelerationmass X

Most familiar version:F = m•a

Actual definition of Newton’s 2nd Law:

a = F/m

OtherManipulation:

m = F/a

Page 5: Newton’s Second Law of Motion

Practice!

1. What is the acceleration of a 15 kg mass if a force of 45 Newton’s is used to move it? - Which formula will you use?

F = m X A A = F/m

A = F/m

A = 45 N / 15 kg

A = 3 m/s2

Page 6: Newton’s Second Law of Motion

With a partner!

What force is necessary to accelerate 200 kg object at a rate of 40 m/s2?

F = m X A A = F / m

Page 7: Newton’s Second Law of Motion

On your own…

What is the force necessary to move an object with a mass of 25 kg at an

acceleration of 5 m/s2?

F = m X A A = F / m

Page 8: Newton’s Second Law of Motion

Net Forces

• Total of forces acting on an object

• the refrigerator has many forces acting on it, but when added together they cancel out.• therefore there is no

change in it’s motion

Page 9: Newton’s Second Law of Motion

Forces in the Same Direction

– In this example, there are two forces acting on the object in the same direction.

– These two forces are added together.

– The objects resulting motion is to the right.

15 N

20 N

35 NResulting Net Force=

Page 10: Newton’s Second Law of Motion

Net Force of Zero

–Because the forces from Man A and Man B are equal but opposite in direction, there is no change in the objects motion.

A B

Page 11: Newton’s Second Law of Motion

Net Force Other Than Zero

If there is a difference between two opposing forces, the resulting change in motion is in the direction of the larger force.– The force of the car

is 10 N to the right while the parachute provides 7 N of force in the opposite direction.

Net Force = 10 N – 7 N F = 3 N to the right

Page 12: Newton’s Second Law of Motion

Practice

What would the resulting motion be from this group of forces?

Page 13: Newton’s Second Law of Motion

More Practice

The mass of the car and the driver equals 240 kg. How fast will the driver and his car accelerate?

Page 14: Newton’s Second Law of Motion

How much force would the man on the left need to provide in order to stay in the same position?

10 N 15 N

7 N3 N

?

If the man on the right was able to provide 30 N of force, what would the resulting acceleration be?

85 kg75 kg 90 kg 55 kg 50 kg


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