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Newton's laws in the real world

Newton's laws explain why safety features and techniques work. Seat belts and head restraints deal with inertia (first law); airbags and crumple zones lengthen the stopping time to cut the force (F = ma); rockets push gases back and are pushed forward (third law); and a spearthrower (woomera) extends the thrower's arm so the force acts for longer and over a greater distance, so the spear leaves faster.

A crash test dummy hits an airbag and the force on it is far smaller than hitting the dashboard. Same crash, same dummy. What does a bag of air change?

A short lesson with no simulation. You have all three laws. Here you use them to explain things people have designed.

WidthMore contexts, same idea.
EngageCommit to a prediction before you test anything. A wrong guess is fine: it shows you what to look for.

Engage: the airbag

A crash dummy goes from 15 m/s to a stop either against a hard dashboard in 0.02 s or against an airbag in 0.2 s. Compared with the dashboard, the force from the airbag is:

ExplainUse the particle model to explain what you saw.

Explain: design with the laws

In your book: choose a real design (helmet, seat belt, rocket, kicking technique or a woomera). Say which of Newton's laws it uses and explain in two sentences how.

Match each feature to the law that explains it.

Seat belt keeps you in your seat when the car stops
Airbag spreads the stop over more time
Rocket gases go down, rocket goes up
A heavier ball is harder to accelerate

A spearthrower (woomera) is a long, light lever that holds the back of the spear. Why does it make a spear go faster than throwing by hand?

A 1000 kg car going 20 m/s is stopped by crumple zones in 0.5 s. What is its acceleration (m/s², size only)?

What average force is needed to stop it (N, size only)?

A better crumple zone stops the same car in 1.0 s instead of 0.5 s. What happens to the force on the people inside?

Elaborate TypicalUse the same idea in a new context.

Elaborate: sport

A footballer follows through when kicking a ball. In terms of force and time, why does the ball go further?

Elaborate WiderUse the same idea in a new context.

Elaborate: braking by itself

An automatic emergency braking system detects an obstacle 25 m ahead of a 1500 kg car at 20 m/s. What does it need to work out?

EvaluateLook back at your first ideas and what changed.

Evaluate: look back

Write one sentence: "At first I thought… Now I think… because…"

Revision summary

For teachers

Students apply Newton's laws to design features and techniques, explain how a First Nations spearthrower extends the force on a spear, and evaluate a vehicle safety feature using F = ma (AC9S10U05, node 8, an integration node). About 20 minutes.

Open the teacher guide: answers, solutions, slides and a worksheet.

Students will be able to

Before class

An integration tutorial with no simulation that closes the unit on Newton's laws. Set the width with ?width=minimum, typical (default) or wider. Its main output is the in-your-book task, and it works best with a class discussion of a real object.

The woomera (spearthrower) is used by many First Nations peoples across Australia. Give it the respect due to a technology that is still used and still made: invite a speaker, or use resources produced with First Nations communities, and let students explain the physics without claiming to explain the culture. The lesson uses it as a lever that lengthens the push on the spear. Other design details, including how it is made, are matters for the people who hold that knowledge.

Numbers are chosen to be clean. Real crashes involve complicated forces; the lesson uses average forces.

Running the lesson

  1. Engage: tally the predictions. Ask the 'absorbs it all' group where the energy goes.
  2. Explain: the match and the crumple-zone calculation are the success criteria.
  3. In your own words: a design, the law it uses and two sentences.

The hard part (on purpose)

Choosing the right law for the situation. When a student says 'Newton's laws' in general, ask which law matters for this feature and what quantity changes.

When students get stuck

Stretch and support

Stretch: A 0.8 kg spear is accelerated by an average net force of 40 N for 0.6 s (by hand) or 0.9 s (with a woomera). Find the speed at release in each case. (30 m/s and 45 m/s: a = F ÷ m = 50 m/s², v = at.)

Support: Give each feature on a card and the three laws on three more, with a sentence frame: 'It uses the ___ law because ___ changes.'

Where it leads

Next: the Year 10 energy and climate lessons.

In class: crack an egg-drop challenge with different crumple designs; collect measurements of a ball's launch with and without a follow-through; look at a tennis racquet or cricket bat.

What each step is for

Now you can
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