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Taken from - Chapter 10, sec. 3 and 4

Taken from - Chapter 10, sec. 3 and 4. Your word is Inertia chapter 10, sec. 3

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Page 1: Taken from - Chapter 10, sec. 3 and 4.  Your word is Inertia  chapter 10, sec. 3

Taken from - Chapter 10, sec. 3 and 4

Page 2: Taken from - Chapter 10, sec. 3 and 4.  Your word is Inertia  chapter 10, sec. 3

Your word is Inertiachapter 10 , sec. 3

Page 3: Taken from - Chapter 10, sec. 3 and 4.  Your word is Inertia  chapter 10, sec. 3

Sir Isaac Newton proposed the three basic laws of motion in the late 1600s.

His laws were based on Galileo’s suggestions about motion.

‘Galileo suggested that, once an object is in motion, no force is needed to keep it in motion. Force is needed only to change the motion of the object.’

Prentice Hall Science Explorer, Grade 8, p. 349

Page 4: Taken from - Chapter 10, sec. 3 and 4.  Your word is Inertia  chapter 10, sec. 3

Newton’s first law is a restatement of Galileo’s theory.

The First Law states that an object at rest will remain at rest, and an object in motion will remain in motion, unless acted upon by an unbalanced force.

Page 5: Taken from - Chapter 10, sec. 3 and 4.  Your word is Inertia  chapter 10, sec. 3

This means that you have to apply some sort of force (a push or pull) to make an object move if it is still.

This also means that you have to apply a force to make an object stop moving. Otherwise the object in motion will continue moving

forever. The force that we know of that helps stop

objects that are in motion is friction. On Earth both gravity and friction are

unbalanced forces that can change an objects motion.

Page 6: Taken from - Chapter 10, sec. 3 and 4.  Your word is Inertia  chapter 10, sec. 3

Galileo introduced the idea of ‘inertia’. ‘Inertia is the tendency of an object to resist a

change in motion’. Prentice Hall Science Explorer, Grade 8, p. 350

Newton’s first law is also called the law of inertia.

Inertia explains why you move forward after coming to a sudden stop on a carnival ride. In this instance, a force is required to keep you from

continuing to move forward, such as a seat belt or a bar.

Inertia depends on mass – the greater the mass of an object, the greater its inertia!

Page 7: Taken from - Chapter 10, sec. 3 and 4.  Your word is Inertia  chapter 10, sec. 3

Newton’s second law states that acceleration depends on the object’s mass and on the net force acting on the object. An object with a larger mass requires more force

to cause a change in its motion. An object with a smaller mass requires less force

to cause a change in its motion. Acceleration = Net force

Mass– if you rearrange this formula to solve for Net force you get mass x acceleration = Net force which gives us Kg-m/s2 = newton

Page 8: Taken from - Chapter 10, sec. 3 and 4.  Your word is Inertia  chapter 10, sec. 3

You can calculate the net force even if you don’t know what the forces are that are acting on an object as long as you know the mass and the object’s acceleration rate. Remember if an object is not falling, it is not

accelerating at 9.8 m/s2 What is the net force on a 1,000 kg object

accelerating at 3 m/s2 ? Fnet= 1,000 kg x 3 m/s2

= 3,000 N

Page 9: Taken from - Chapter 10, sec. 3 and 4.  Your word is Inertia  chapter 10, sec. 3

What are two ways to increase the acceleration of an object?

1. You can decrease the mass of the object.2. You can increase the force applied to the

object.

Page 10: Taken from - Chapter 10, sec. 3 and 4.  Your word is Inertia  chapter 10, sec. 3

Your word is Momentum.Chapter 10, sec. 4

Page 11: Taken from - Chapter 10, sec. 3 and 4.  Your word is Inertia  chapter 10, sec. 3

‘Newton’s third law state that if one object exerts a force on another object, then the second object exerts a force of equal strength in the opposite direction on the first object.’ Prentice Hall Science Explorer Grade 8, p. 353

Basically, this means that for every action there is an equal but opposite reaction.

Page 12: Taken from - Chapter 10, sec. 3 and 4.  Your word is Inertia  chapter 10, sec. 3

Action-Reaction Pairs The third law explains action-reaction pairs –

when you jump, you exert a downward force on the floor and then the floor exerts an equal force back up to you.

See p. 354 for examples of action-reaction pairs.

Name a few action-reaction pairs that you have observed!

Page 13: Taken from - Chapter 10, sec. 3 and 4.  Your word is Inertia  chapter 10, sec. 3

Can we always detect motion in an action-reaction pair? No – sometimes the reaction to the action is so

small that it is undetectable. Do Action- Reaction forces ever cancel out?

No – because they are acting on different objects Unlike balanced forces acting on the same object,

an action-reaction pair has forces acting on two different objects so they cannot cancel each other out.

If you hit a volleyball with your arms, the volleyball exerts an equal force back to you, not back to the ball.

Page 14: Taken from - Chapter 10, sec. 3 and 4.  Your word is Inertia  chapter 10, sec. 3

Momentum is a characteristic of a moving object that is related to the mass and velocity of that object.

Momentum is calculated by multiplying the mass times the velocity. Momentum = Mass x Velocity Momentum = kg x m/s (NOTE: this is not

equal to a newton – remember a newton = 1kg-m/s2)

The unit for momentum is simply kg-m/s

Page 15: Taken from - Chapter 10, sec. 3 and 4.  Your word is Inertia  chapter 10, sec. 3

What is the momentum of a bird with a mass of 0.018 kg flying at 15m/s? Answer = 0.27 kg-m/s

Momentum involves direction of motion so it is calculated using velocity, not speed.

The more momentum and object has, the harder it is to stop.

Page 16: Taken from - Chapter 10, sec. 3 and 4.  Your word is Inertia  chapter 10, sec. 3

The Law of Conservation of Momentum states that, without outside forces, the total momentum of objects that interact does not change.

This means that momentum is conserved (or saved) – momentum is neither lost or gained when two objects collide – it is simply transferred from one object to the other.

The total momentum of any group of objects remains the same unless outside forces act on the group.

Page 17: Taken from - Chapter 10, sec. 3 and 4.  Your word is Inertia  chapter 10, sec. 3

Collisions with 2 moving objects – the momentum of one object decreases while the momentum of the other object increases but total momentum stays the same.

Collisions with 1 moving object – the momentum from the moving object is transferred to the stationary object which causes the moving object to stop and the stationary object to start moving, but the total momentum stays the same.

Collisions with connected objects – when two objects collide and become connected as a result of that collision, ½ of the momentum of the moving object is transferred to the nonmoving object when they connect making the total momentum stay the same.

Page 18: Taken from - Chapter 10, sec. 3 and 4.  Your word is Inertia  chapter 10, sec. 3

This is taken from chap. 10, sec. 5. Centripetal force is what makes objects

move in a circle. Centripetal means center-seeking. Something traveling in a circle is still

accelerating because it is constantly changing direction.

Satellites (any object that orbits another object in space) travel in a circle around the Earth because of the Earth’s gravity pulling the satellites toward the center of the Earth.

Page 19: Taken from - Chapter 10, sec. 3 and 4.  Your word is Inertia  chapter 10, sec. 3

Since an object’s momentum depends on its mass and velocity, if two dogs are running at the same velocity, but one dog is large and one dog is small, which dog will have the greatest momentum?

Answer – the dog with the greater mass will have the greater momentum.