← Year 7 Physics

What does an unbalanced force do?

An unbalanced force changes an object's motion, in the direction of the net force. Speeding up, slowing down, stopping, reversing and turning are all changes in motion, and every one needs an unbalanced force.

A curling stone glides 40 metres across the ice. Sweep in front of it and it slides further; let it hit another stone and it stops dead. Every time its motion changes, something has pushed or pulled it.

Last lesson: balanced forces keep the motion the same. This lesson: what an unbalanced force changes.

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 sliding puck

A puck slides to the right across smooth ice. A steady push to the left starts acting on it and keeps acting. What do you predict happens?

ExploreTry it on the board and compare what happens with your prediction.

Explore: push against the motion

The puck starts moving right at 4 m/s, and the ice has no friction. Press Play and watch the dots and the speed–time graph: a speed below zero means moving to the left. Try a bigger and a smaller push (Reset to start again).

Try it yourselfYour edits are saved in this browser.

With a push to the left, make the puck turn round and move to the left.

Use the board. This ticks when you get there.

ExplainUse the particle model to explain what you saw.

Explain: any change in motion

In your book: draw force diagrams for two changes in motion, one where the speed changes and one where only the direction changes. Under each, name the unbalanced force.

On the board, why did the puck turn round?

Is the motion changing? (If it is, there must be an unbalanced force.)

A cyclist braking at the lights
A car going round a roundabout at a steady 30 km/h
A lift rising at a steady speed
A ball thrown upwards, slowing as it rises
A book resting on a desk
A netball changing direction when it bounces off the backboard
A train sitting at a platform

A car drives round a bend at a steady 40 km/h. Are the forces on it balanced?

A cyclist rides to the right and is slowing down. Which force diagram fits?

PractiseA few on your own, to check you have it.

Mix it up

Looking back at force arrows: a box rests on a table. Which arrows go in its force diagram?

Elaborate TypicalUse the same idea in a new context.

Elaborate: from standing still

Try it yourselfYour edits are saved in this browser.

The box is at rest on a rough floor. Set the push so it starts moving to the right.

Use the board. This ticks when you get there.

The push is 7 N to the right and friction is 4 N to the left. What is the net force, in newtons?

Elaborate WiderUse the same idea in a new context.

Elaborate: longer pushes

You want to test whether a bigger push changes a trolley's speed more quickly. Which plan is a fair test?

A spearthrower lets the thrower keep pushing on the spear over a longer arc. Why does the spear leave faster?

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 explain that unbalanced forces change motion (starting, speeding up, slowing down, stopping, reversing and changing direction) and represent each change with a force diagram (AC9S7U04, node 3). About 25 minutes.

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

Students will be able to

Before class

A concept tutorial for introducing or revising the idea; it does not replace trolleys, force meters and ramps. Set the width with ?width=minimum, typical (default) or wider.

Not a hinge node, but its misconception is common: students apply "unbalanced force" to speeding up and miss slowing down, reversing and turning (and often think a backward force can only stop things). The Explore board shows one steady force slowing, stopping and reversing the puck. It builds on node 2 (Balanced), so set that first.

Board notes: the puck slides on frictionless ice and moves left and right only; turning and falling are covered by the sort and the round-the-bend question, not the board. Speeds below zero on the graph mean moving to the left. The Typical board has friction that matches the push up to 4 N while the box is still.

Running the lesson

  1. Engage: tally the predictions. 'Slows down and stops, then stays still' is the one to watch.
  2. Explore: ask what the graph does at the moment the speed crosses zero, and which way the net force points before and after.
  3. Explain: the sort is the checkpoint (the roundabout and the thrown ball are the hard ones); the diagram question asks for a force diagram.
  4. In your own words: two diagrams, one speed change and one direction change, are the node's success criteria.

The hard part (on purpose)

Seeing slowing, stopping, reversing and turning as changes that need an unbalanced force. When a student says the puck ran out of force, ask what it would do on ice with no push at all.

When students get stuck

Stretch and support

Stretch: A ball is thrown straight up. At the very top it is still for an instant. Is the force on it balanced at that moment? (No: weight still acts, which is why it falls.)

Support: Give the sentence frame: 'The net force points … so the object … (speeds up, slows down, turns) …'.

Where it leads

Next: gravity, mass and weight (node 4). Node 5 (force, mass and the size of the change) is a class task: see the unit primer. In Year 10 this becomes Newton's first and second laws.

In class: a trolley pulled by a force meter, then released against a rubber band; a ball rolled across the floor and tapped sideways with a ruler (a change of direction only).

The spearthrower question (Wider) is general. For richer context, use local resources and community guidance about spearthrowers in your region.

What each step is for

Now you can
Practise this skillNew questions, new numbers each timeGet 3 right in a row to mark it practised.Next lesson4. Would you weigh less on the Moon?Mass is how much matter an object has, in kilograms, and it is the same everywhere. Weight is the force of gravity on that mass, in newtons, and depends on where you are: weight = mass × g.