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Don't read anything yet. Click points A to E on the graph and size the two force arrows at each one. Notice what never changes (her weight) and what does (the air resistance). Then build the sentences, and put the 4-mark answer into the right order.
A skydiver jumps from a helicopter. She falls and reaches terminal velocity. She then opens her parachute, and soon reaches a new, lower terminal velocity.
Explain, in terms of the forces acting on her, why opening the parachute makes her reach a new, lower terminal velocity.
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Every mark in this topic comes from the same four-step chain: forces → resultant force → acceleration → what happens to her speed. The notes below walk through the whole skydive and give you the exact wording the examiner is looking for.
Whatever else is going on, a skydiver — or a raindrop, or a ball dropped out of a window — has just two forces on it:
The faster she falls, the more air she has to push out of the way each second, so the bigger the air resistance. When she is not moving, air resistance is zero. As she speeds up it increases; as she slows down it decreases.
It also depends on surface area — a bigger area means more air resistance at the same speed. That is the whole point of a parachute.
The two forces are in opposite directions, so the resultant force is just the difference between them, in the direction of the bigger one. Then Newton's Second Law, F = m a, turns that resultant force into an acceleration.
| The two forces | Resultant force | Acceleration | What she does |
|---|---|---|---|
| Air resistance is zero (only weight acts) | Large, downwards | Large, downwards | Speed increases |
| Air resistance < weight | Downwards, getting smaller | Downwards, getting smaller | Speed increases, but at a lower rate |
| Air resistance = weight | Zero (balanced forces) | Zero | Constant speed — terminal velocity |
| Air resistance > weight | Upwards | Upwards | Slows down |
(F = m a) When the air resistance acting upwards is equal to the weight acting downwards, the resultant force is zero, so the acceleration is zero and the object falls at a constant speed. This is called its terminal velocity.
These are the five points marked A to E on the graph in the animation above. Learn the story in this order and you can answer any version of the question.
She isn't moving yet, so air resistance is zero. Only her weight acts.
Resultant force: large, downwards · acceleration = g ≈ 9.8 m/s², its maximum value.She is moving, so air resistance has grown — but weight is still bigger.
Resultant force: downwards but decreasing · she is still accelerating, just less and less. The graph curves over.She is now fast enough that air resistance = weight. The forces are balanced.
Resultant force: zero · acceleration zero · she falls at a constant speed. The graph is flat.The surface area suddenly increases, so at the same speed the air resistance is much bigger than her weight.
Resultant force: upwards · acceleration upwards · she slows down (she does not go back up). The graph drops steeply.As she slows, air resistance falls again, until air resistance = weight once more.
Resultant force: zero again · constant speed again — but a new, lower terminal velocity, slow enough to land safely.Opening a parachute does not change her mass, so it does not change her weight. The only force that changes during the whole skydive is the air resistance. If you have written "her weight increases", you have lost the mark.
1. "The forces swap over." They don't. Weight is always down, air resistance is always up — only their sizes change.
2. "At terminal velocity there are no forces on her." There are — two big ones. They are balanced, so the resultant is zero.
3. "When the parachute opens she stops." She doesn't. She decelerates until the forces balance again at a lower speed.
Marks come from the chain of reasoning, not from the conclusion. Every answer in this topic is the same four steps: compare the forces → resultant force → acceleration → what happens to her speed. Use this frame every single time:
the forces — always name both bigger / smaller / equal, and the direction what happens to her speed
Explain why the skydiver reaches a terminal velocity [3 marks]
As she falls she speeds up, so her air resistance increases. Eventually the air resistance is equal to her weight, so the resultant force is zero. Her acceleration is therefore zero, so she falls at a constant velocity — her terminal velocity.
Explain why opening the parachute gives a new, lower terminal velocity [4 marks]
Opening the parachute increases her surface area, so the air resistance becomes greater than her weight. The resultant force is now upwards, so her acceleration is upwards and she slows down. As she slows, the air resistance decreases, until it is equal to her weight again. The resultant force is zero once more, so she falls at a constant, lower terminal velocity.
Why does she not stop moving when the parachute opens? [2 marks]
Air resistance is only bigger than weight while she is fast. As she slows down the air resistance decreases, so the forces balance again before she reaches zero speed.
Explain the shape of the graph between A and C [3 marks]
At A the graph is steepest because air resistance is zero, so the resultant force and the acceleration are at their maximum. Between A and C the air resistance increases, so the resultant force and the acceleration decrease — the graph gets less steep. At C the forces are balanced, so the acceleration is zero and the graph is horizontal.
A heavier skydiver jumps from the same helicopter
A bigger weight needs a bigger air resistance to balance it, and air resistance only gets bigger at higher speeds — so the heavier skydiver reaches a higher terminal velocity.
Before you move on, check your answer says: 1) which force is bigger, 2) the direction (or zero) of the resultant force, 3) the acceleration, 4) what happens to her speed. One step missing = one mark missing.
Draw the force arrows for yourself at every stage of the skydive, then write the four-step explanation — with the answers at the back so you can see exactly where the marks are given.
AQA GCSE Physics Workbook · FORCES · page 12Free sample = the page for this lesson. The full workbook covers the whole of Topic 5 Forces with exam-style questions and worked answers.
Everything above, explained out loud — useful for a last-minute recap, or if you'd rather hear it than read it.
Watching is the easy bit — you only find out whether it's stuck when you have to draw the arrows and write the four steps yourself. Page 12 of the workbook is free, and the full book covers every spec point in Topic 5 Forces with worked answers.
Spec-aligned revision resources, group courses, and 1:1 tutoring for GCSE and A Level Physics — built by an experienced teacher and examiner.