Calculating Magnification
- Use magnification = image size ÷ actual size.
- Rearrange when the unknown changes.
- Convert mm and µm before calculating.
Point to the eyepiece on the microscope diagram.
Non-reading route: point to it, say it, or show it. An adult can scribe your exact words. Next step up: Standard — Last lesson you separated magnification from resolution. Say what each one means.
Which is longer: 1 millimetre or 1 centimetre? Point to the longer one.
Non-reading route: point to it, say it, or show it. An adult can scribe your exact words. Next step up: Standard — How many millimetres are there in one centimetre?
Say or point: if something is 10 times bigger, is it larger or smaller?
Non-reading route: point to it, say it, or show it. An adult can scribe your exact words. Next step up: Standard — If a picture is 10 times bigger than the real object, how do you get back to the real size?
Look at the drawing and the real cell. Point to the bigger one.
Non-reading route: point to it, say it, or show it. An adult can scribe your exact words. Next step up: Standard — A drawn cell is far bigger than the real one. How could we work out how much bigger?
Last lesson you separated magnification from resolution. Say what each one means.
Non-reading route: point to it, say it, or show it. An adult can scribe your exact words. Next step up: Stretch — Last lesson: a bigger image is not automatically more useful. Explain why.
How many millimetres are there in one centimetre?
Non-reading route: point to it, say it, or show it. An adult can scribe your exact words. Next step up: Stretch — Why does a calculation go wrong if two measurements are in different units?
If a picture is 10 times bigger than the real object, how do you get back to the real size?
Non-reading route: point to it, say it, or show it. An adult can scribe your exact words. Next step up: Stretch — Name the operation that undoes multiplying, and say when you would need it here.
A drawn cell is far bigger than the real one. How could we work out how much bigger?
Non-reading route: point to it, say it, or show it. An adult can scribe your exact words. Next step up: Stretch — You have a drawing and the real size. Predict which calculation gives magnification.
Last lesson: a bigger image is not automatically more useful. Explain why.
Non-reading route: point to it, say it, or show it. An adult can scribe your exact words. Next step up: Supported — Point to the eyepiece on the microscope diagram.
Why does a calculation go wrong if two measurements are in different units?
Non-reading route: point to it, say it, or show it. An adult can scribe your exact words. Next step up: Supported — Which is longer: 1 millimetre or 1 centimetre? Point to the longer one.
Name the operation that undoes multiplying, and say when you would need it here.
Non-reading route: point to it, say it, or show it. An adult can scribe your exact words. Next step up: Supported — Say or point: if something is 10 times bigger, is it larger or smaller?
You have a drawing and the real size. Predict which calculation gives magnification.
Non-reading route: point to it, say it, or show it. An adult can scribe your exact words. Next step up: Supported — Look at the drawing and the real cell. Point to the bigger one.
🔍 Scientific question
A cell image is 40 mm across but the real cell is 0.10 mm. How can one number describe how much bigger the image is?
🎯 Commit to a prediction
An image is 40 mm across. The real object is 0.5 mm. Before calculating: what will magnification be?
Choose one. Say it, point to it, or press it.
Nothing here is right or wrong yet, and nothing is marked, scored or stored. A prediction is still worth having when it turns out differently — that is what makes the test worth running.
📏 Local calculation lab
Use the lesson context to decide whether A/B are image size, actual size or another required pair. Units must be made consistent first.
📏 Unit bridge lab
The calculator above divides your two numbers. This lab is button-only. It shows the unit step that must happen first — and every number on it is worked out live by the same rule you use on paper.
1 mm is the same length as how many micrometres (µm)?
Choose one. Say it, point to it, or press it. Nothing here is right or wrong yet.
Nothing tested yet.
Use your frozen list as the evidence. Decide, then say why.
Every step is a button, and each option carries a shape and a word as well as its colour. Say it, point to it or have an adult press it — the route does not change the Biology.
✏️ Independent GCSE Biology
Work through the mixed magnification problems. Some ask for actual size. Some ask for image size. Use the calculation lab. Then pick one answer. Explain your conversion. Or how you rearranged.
📖 WORD HELP
Use the Biology word first. Ask for help only when you need it. TA fade route: model the word. Then prompt for it. Then wait for it. Drop a step as soon as the pupil no longer needs it.
Does magnification have a unit?
Rearrange the equation for actual size.
Explain why mixed mm/µm units must be converted first.
1) Pupil answers / edits / re-attempts. 2) Adult genuinely reads, listens or watches and names back what was received. 3) Where appropriate, the pupil adds the single response/next-step line on the same work: “I changed / next I will …”
No adult signature/countersignature. If local policy uses R, it follows genuine Audience only; this page never adds it automatically.
Closing the loop: this one ends on paper — your own hand, or your words scribed by an adult. Saying it aloud starts the loop; writing it is what closes it. Pass is always allowed.
What I said, and what it changed: