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Forces Lesson 3: Gravity, Mass and Weight

To accurately measure weight using a newton meter.To calculate weight and gravitational field strength.To explain the difference between mass and weight.To investigate what happens to mass and weight on different

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Слайд 1Forces Lesson 3:
Gravity, Mass and Weight

Forces Lesson 3: Gravity, Mass and Weight

Слайд 2

To accurately measure weight using a newton meter.
To

calculate weight and gravitational field strength.
To explain the difference between

mass and weight.

To investigate what happens to mass and weight on different planets.

Learning Objective

Success Criteria

To accurately measure weight using a newton meter.To calculate weight and gravitational field strength.To explain the

Слайд 3The Man on the Moon
The Man on the Moon weighs

10kg. If he was on Earth, he would weigh more.
No,

he would weigh the same because he is made of the same amount of stuff as he was when he was on the Moon.

What do you think?

The Man on the MoonThe Man on the Moon weighs 10kg. If he was on Earth, he

Слайд 4Gravity
Gravity is a force exerted by one object on another

when they are near each other.

Gravity is affected by the

mass and the proximity of the objects.
GravityGravity is a force exerted by one object on another when they are near each other.Gravity is

Слайд 5Gravity
The Earth has a large mass compared with everything that

is on Earth.

The Earth’s gravitational field strength is larger than

our own, so we don’t notice the gravitational force that our own bodies exert.

On Earth, everything is pulled to the Earth’s centre.

The Earth has a gravitational field strength of 10 newtons per kilogram (N/kg).

This means every kilogram on Earth has a force of 10 newtons acting on it.

GravityThe Earth has a large mass compared with everything that is on Earth.The Earth’s gravitational field strength

Слайд 6Mass
Mass is the amount of matter (stuff) an object is

made up of.

The unit of mass is kilograms (kg).
This is

Gary.
Gary has a mass of 80kg.
MassMass is the amount of matter (stuff) an object is made up of.The unit of mass is

Слайд 7Weight
Gary has a mass of 80kg.

He is standing on Earth

which has a gravitational field strength of 10N/kg.

This means

every kilogram of Gary has a force of 10 newtons acting on it.

The total amount of force acting on Gary is his weight.

What is Gary’s weight?

WeightGary has a mass of 80kg.He is standing on Earth which has a gravitational field strength of

Слайд 8Weight
To calculate weight we use the equation:

weight = mass ×

gravitational field strength
Gary has a mass of 80kg.

The gravitational field

strength on Earth is 10N/kg.

80kg × 10N/kg = 800N

Gary flies to the moon. The gravitational field strength on the moon is 1.6N/kg.

What is Gary’s mass on the moon?


What is Gary’s weight on the moon?

80kg

128N

WeightTo calculate weight we use the equation:weight = mass × gravitational field strengthGary has a mass of

Слайд 9The Man on the Moon
What do you think now?

Can you

improve the students’ statements?

The Man on the MoonWhat do you think now?Can you improve the students’ statements?

Слайд 10Measuring Weight
The gravitational field strength on Earth is 10N/kg.

Use a

newton meter to measure the weight of the container you

have been given. This is the weight of the container on Earth.

Calculate the mass of the container.
To do this we need to rearrange the equation we used before.
Measuring WeightThe gravitational field strength on Earth is 10N/kg.Use a newton meter to measure the weight of

Слайд 11Rearranging Equations
mass × gravitational field strength = weight

We need to

make mass the subject of this equation.
Mass is currently multiplied

by gravitational field strength, so we need to divide it by gravitational field strength to make it the subject.

On the left-hand side of the equation, gravitational field strength cancels out.

Rearranging Equationsmass × gravitational field strength = weightWe need to make mass the subject of this equation.Mass

Слайд 12Measuring Weight
Imagine the same container is taken on a tour

of the solar system. The mass will not change as

the container still contains the same amount of ‘stuff’.

Move to the next planet and measure the weight of the container on that planet.

Record your measurements in the table.

Using your measurements and the mass you calculated before, calculate the gravitational field strength on each planet.

To do this we need to rearrange the equation in a different way.
Measuring WeightImagine the same container is taken on a tour of the solar system. The mass will

Слайд 13Rearranging Equations
mass × gravitational field strength = weight

We need to

make gravitational field strength the subject.
Gravitational field strength is currently

multiplied by mass, so we need to divide it by mass to make it the subject.

On the left-hand side of the equation, mass cancels out.

Rearranging Equationsmass × gravitational field strength = weightWe need to make gravitational field strength the subject.Gravitational field

Слайд 14Measuring Weight
2
0.74

1.78

0.74

5

2.08

1.78

2.24
0.2
0.2

0.2

0.2

0.2

0.2

0.2

0.2
Gravitational Field Strength (N/kg)
10
3.7

8.9

3.7

25

10.4

8.9

11.2

Measuring Weight20.741.780.7452.081.782.240.20.20.20.20.20.20.20.2Gravitational Field Strength (N/kg)103.78.93.72510.48.911.2

Слайд 15Mass vs Weight
Sort the statements below into the correct columns.


The total amount of force acting on an object due

to gravity.

The amount of matter an object is made up of.

Measured in newtons (N).

Measured in kilograms (kg).

The value does not change when an object’s location changes.

The value does change when an object’s location changes.

Mass vs WeightSort the statements below into the correct columns. The total amount of force acting on

Слайд 16Mass vs Weight

Mass vs Weight

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