TTO2 - unit 2

Goals of Today
1. Explain the difference between weight and mass?
2. Explain what elastic means?
3. Explain what extention means?
4. Explain Hooke's Law for springs.
5. Work in pairs: theoretical & practical knowledge.
1 / 40
suivant
Slide 1: Diapositive
ScienceMiddelbare schoolvwoLeerjaar 2

Cette leçon contient 40 diapositives, avec quiz interactifs et diapositives de texte.

time-iconLa durée de la leçon est: 45 min

Éléments de cette leçon

Goals of Today
1. Explain the difference between weight and mass?
2. Explain what elastic means?
3. Explain what extention means?
4. Explain Hooke's Law for springs.
5. Work in pairs: theoretical & practical knowledge.

Slide 1 - Diapositive

Assignment
Grab all your belongings (bag, books, pens).
The people who did the practical with the springs last week stand at the back of the class room.
The people who did NOT do the practical stand at the front.
Now within a minute find a partner and sit down.
Ready to start.

Slide 2 - Diapositive

Unit 2.1 Mass & Weight

Slide 3 - Diapositive

Do I weigh the same on the moon and on the earth?
A
yes
B
no
C
idk (I don't know)
D
you can't tell

Slide 4 - Quiz

Explain why on the moon and on the earth you weigh the same.

Slide 5 - Question ouverte

But why is it that on the moon you can't keep your feet on the ground?

Slide 6 - Question ouverte

Mass and weight
Both on earth and on the moon you have the same mass.
Same amount of atoms/molecules, so same amount of matter.
On earth the gravitational field strength / gravity 
is larger than on the moon.
So you weight on earth is larger than on the moon.
Mass m in kilogram (kg)
Gravitational Force Fg in Newton (N)

Slide 7 - Diapositive

Weight
Measure with Newtonmeter.
"Calculate" from mass.
1 kg = 10 N
Formula: Fg = m . g (g = 9,81 N/kg or 10 N/kg same as acceleration of free fall)

Slide 8 - Diapositive

Unit 2.2 Density

Slide 9 - Diapositive

Slide 10 - Diapositive

Why does this happen?

Slide 11 - Question ouverte

Density
What do you remember about this topic?
Use key words

Slide 12 - Carte mentale

Definition:
The density of a substance is the mass of a unit of volume of it.
The density of a substance depends on two things:
1. the mass of the atoms (particles)
2. how closely the particles are packed together 

Slide 13 - Diapositive

What can the unit of density be?

Slide 14 - Carte mentale

Density
Definition: 
The density of a substance
is
The mass of a unit of volume of it.

Unit: 
cm3g=g.cm3
<-- SI unit
m3kg=kg.m3

Slide 15 - Diapositive

What is the formula for density?

Slide 16 - Question ouverte

Density
Definition: 
The density of a substance
is
The mass of a unit of volume of it.

Unit: 

Formula: 
mkg3=kgm3
cm3g=g.cm3
ρ=Vm

Slide 17 - Diapositive

Calculation
In your notebook:
Using the calculation procedure
calculate the density of a log of oak wood which has a volume of 2000 cubic centimeter and a mass of 1,8 kg.

Slide 18 - Diapositive

Calculation
1. Draw a cuboid (NL: balk).
Label the sides length l, width w, height h
Give the formula for the volume V.
2. Draw a cylinder.
Label the diameter d and the height h.
Give the formula for the volume V.

Slide 19 - Diapositive

Copper has a greater density than water, so the coin sinks.
Wood has a smaller density than water and so the log floats.

Slide 20 - Diapositive

Unit 2.3 Force & shape

Slide 21 - Diapositive

A ball is elastic.
What does "elastic" mean in this sentence?

Slide 22 - Question ouverte

Test

Slide 23 - Diapositive

Rubber bands
An object is said to be elastic
if it regains its original shape
when the forces that deform it
are removed.
Which words need explanation in this sentence?

Slide 24 - Carte mentale

The extension of a spring is 2 cm.
What does "extension" mean
in this sentence?

Slide 25 - Question ouverte

Do this at home

Slide 26 - Diapositive

Goals of Today
1. Explain the difference between weight and mass?
2. Explain what elastic means?
3. Explain what extention means?
4. Explain Hooke's Law for springs.

Slide 27 - Diapositive

Extension
The extension of a spring / strip of material
at any stage
= its length at that stage - its initial length

Calculate the extension of the springs
in this illustration.

Slide 28 - Diapositive

Slide 29 - Diapositive

Hooke's Law for springs
The extension of a spring
is directly proportional to
the weight it supports.
Formula:
F = k . x 
F = force
x = extension
k = spring constant (different for each spring)
Explain what this means to each other in pairs

Slide 30 - Diapositive

In practice how can you see that Hooke's Law applies to the springs
you used?
A
The extension u increases with more force F
B
Spring 1 increases less than spring 2
C
The extension of spring 1 and 2 together always adds up to the same total
D
F/u shows more or less the same number for each column.

Slide 31 - Quiz

What is the quantity k in Hooke's Law called?

Slide 32 - Carte mentale

When plotting the graph of F against u,
what shape should the graph have?

Slide 33 - Question ouverte


A

Slide 34 - Quiz

Which line has the largest spring constant k?
blue, red, green

Slide 35 - Diapositive

Goals of Today
1. Explain the difference between weight and mass?
2. Explain what elastic means?
3. Explain what extention means?
4. Explain Hooke's Law for springs.

Slide 36 - Diapositive

Unit 2.4 and 2.5

Slide 37 - Diapositive

Write down words/concepts you need help with from unit 2.4 and 2.5

Slide 38 - Carte mentale

Write one sentence about what you learnt this lesson.

Slide 39 - Question ouverte

What do you need next lesson, last lesson before the test?

Slide 40 - Question ouverte