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P2 – Forces and Motion Lesson 4: Forces 1. Lesson Objectives To know the difference between mass and weight. To be able to calculate mass and weight

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Mass and Weight• What is the difference between the terms

mass and weight?

• What are some of the important effects of gravity?

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,

Mass and Weight• Mass – the amount of material. Measured in Kilograms (kg).

This is the same anywhere in the universe.

• Weight – the force which attracts a body. Measured in Newtons by a Newton meter (N). This is caused by the pull of gravity.

• Therefore, 1kg bag of sugar has the same mass on Earth and the moon, but a different weight (10N on Earth, 1N on the moon) as the gravity on the moon is less.

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,

GravityGravity has three important effects:

1.On the surface of a planet, it makes all things accelerate towards the ground (on Earth it is about 10m/s2)

2.It gives everything a weight.3.It keeps planets, moons and satellites in

their orbit.

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,

Very important formulaRemember, mass is measured in kilograms

(kg) and weight is measured in Newtons (N).

So, you can work out the weight of an object using:

W = m x g (W = weight, m = mass, g = gravity strength)

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,

Very important formulaW = m x g (W = weight, m = mass, g = gravity strength)

Q: What is the weight, in newtons, of a 5kg mass, both on Earth and on the moon?(‘g’ on moon is 1.6N/kg, ‘g’ on Earth is 10N/kg)

A: W = m x g. Earth = 5 x 10 = 50N, Moon = 5 x 1.6 = 8N.

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,

The Three Laws of Motion

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,

Sir Isaac Newton1643 - 1727

First Law: Balanced Forces mean no change in velocity.

• Remember: Velocity is the speed in a certain direction.

• So: As long as there is no change in the forces on an object, it will either:

1.Stay stationary2.Travel at a constant speed.

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,

First Law: Balanced Forces mean no change in velocity.

Why?

Team 1 Team 2

6N 6N

The resultant force is 0 (both forces are balanced).

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,

Second Law: A Resultant Force means acceleration.

This means that if there is a resultant force (i.e. the forces are unbalanced) there will be movement.

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,

Why?

Team 1 Team 2

6N 4N

The resultant force is 2N towards team 1

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,

Second Law: A Resultant Force means acceleration.

Second Law: A Resultant Force means acceleration.

Any resultant force will produce acceleration, and is calculated by:

F = ma (F = Force, m = mass, a = acceleration)

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,

Second Law: A Resultant Force means acceleration.

Remember:

1. The bigger the force, the greater the acceleration or deceleration.

2. The bigger the mass, the smaller the acceleration.

3. To get a big mass to accelerate as fast as a small mass it needs a bigger force.

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,

Second Law: A Resultant Force means acceleration.

Task:1. A car of mass 1750kg has an engine which

provides a driving force of 5200N. At 70mph the drag force in 5150N. Find its acceleration:

a. When first setting off from rest (assume that there is no friction at rest)

b. When at 70mph

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,

Second Law: A Resultant Force means acceleration.

2. A car of mass 1750kg has an engine which provides a driving force of 5200N. At 70mph the drag force in 5150N. Find its acceleration:

a. When first setting off from rest

Resultant Force = 5200Na = F/m = 5200/1750 = 3.0m/s2

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,

5200N

Second Law: A Resultant Force means acceleration.

2. A car of mass 1750kg has an engine which provides a driving force of 5200N. At 70mph the drag force in 5150N. Find its acceleration:

b. When at 70mph

Resultant Force = 5200 – 5150 = 50Na = F/m = 50/1750 = 0.03 m/s2

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,

5200N5150N

Third Law: Reaction Forces

Think about this one!

This law says “if an object exerts a force on to another object, then that object exerts an equal and opposite force back”.

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,

Third Law: Reaction Forces

So:

If you push pram, the pram will push back against you just as hard.

When you stop pushing, so does the pram.

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,

Third Law: Reaction Forces

Q: If this is happening, then how do we ever go anywhere?

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,

Third Law: Reaction Forces

Think about:

Skater ‘A’ pushes Skater ‘B’ (the action force).

Skater ‘A’ feels an equal and opposite force from Skater ‘B’s hands (the reaction force)

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,

Skater A Skater B

Third Law: Reaction Forces

So:

Both Skaters feel the same sized force, in opposite directions.

Therefore, they accelerate in opposite directions away from each other.

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,

Skater A Skater B

Third Law: Reaction Forces

Another thought:

Think about swimming. You push against the water

with your arms and legs. The water pushes you in

the opposite direction, with the same force.

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,

Task: How does mass affect acceleration?

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,

Are you now able to….

I still feel unsure. I need some more help to understand.

I feel ok. I need to do some more work to check my understanding.

I am happy and feel I understand and can explain the main points.

Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,Keywords: Gravity, Mass, Weight, Balanced, Resultant, Reaction,