MYP Physics · Unit 11
Light and optics
Ray models, reflection, refraction, total internal reflection, lenses, images, colour, and optical instruments.
- 21
- questions
- 15
- total marks
- 5
- mapped topics
Measure reflection from the normal
A narrow ray meets a plane mirror at 35° to the normal. What is the angle between the reflected ray and the normal?
- A
20°
- B
35°
- C
55°
- D
70°
- a
Select and explain Select the correct angle and explain the rule you used.
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Correct choiceB
Selects option B: the reflected ray makes an angle of 35° with the normal.
States that the angle of reflection equals the angle of incidence when both are measured from the normal.
Build deeper understandingReveal the teacher insight
Deeper learning cue
Ask students to draw the normal first. Measuring from the mirror surface is the most useful misconception to expose here.
Refraction through a transparent block
A student directs light from air into the same transparent block and measures each angle from the normal.
| Angle of incidence / ° | Angle of refraction / ° |
|---|---|
| 10 | 7 |
| 20 | 13 |
| 30 | 19 |
| 40 | 25 |
| 50 | 30 |
- a
Describe Describe the pattern in the data.
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States that the angle of refraction increases as the angle of incidence increases.
States that the refracted angle remains smaller than the incident angle, so the ray bends towards the normal.
- b
Calculate For the 30° reading, calculate sin(i) ÷ sin(r). Use sin(30°) = 0.500 and sin(19°) = 0.326.
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Substitutes 0.500 ÷ 0.326.
Obtains 1.53, to three significant figures or a consistent precision.
- c
Evaluate Suggest two changes that would make the conclusion more reliable.
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Suggests repeating each measurement and calculating a mean, or taking more angle pairs across the range.
Suggests a second valid improvement such as using a narrower ray, avoiding parallax, or drawing a more precise normal.
Build deeper understandingReveal the teacher insight
Deeper learning cue
Plot incident angle against refracted angle before introducing the sine ratio; students can see why a straight angle-to-angle proportionality is only approximate.
Design a low-cost image projector
A youth centre wants to project a phone screen onto a wall using a converging lens and a cardboard box. The design must be inexpensive, safe, and usable in a room that cannot become completely dark.
- a
Explain Explain where the phone should be placed relative to the lens focal length to form a real enlarged image on the wall.
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Places the phone beyond one focal length from the converging lens so that a real image can form.
Places it between one and two focal lengths for an enlarged real image, with the image inverted.
- b
Propose Propose two practical design features that would make the projected image easier to use.
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Proposes a focusing adjustment by sliding the phone, lens, or box sections while keeping them aligned.
Proposes another defensible feature such as rotating the phone display, shielding stray light, using a matte white screen, or ventilating the phone.
- c
Evaluate Evaluate whether this projector is a suitable replacement for a commercial classroom projector in the stated room.
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Uses a benefit such as low cost, repairability, or accessible construction.
Uses a physics-based limitation such as low brightness, reduced contrast in ambient light, optical distortion, or limited focus.
Gives a justified conclusion linked to the youth centre's conditions rather than a simple yes or no.
Build deeper understandingReveal the teacher insight
Deeper learning cue
A safe phone-torch or printed-arrow demonstration lets students test image orientation and focus before making the social evaluation.
More focused practice
Seven quick mastery questions
Open one task at a time, reveal the worked reasoning, then mark it mastered or save it to revisit.
Criterion A
Laser reflection check
3 marks · recallOpen question →Criterion A
Speed of light in glass
4 marks · routineOpen question →Criterion A
Projector lens position
6 marks · demandingOpen question →Criterion C
Microscope magnification
4 marks · routineOpen question →Criterion D
Light trapped in a fibre
6 marks · demandingOpen question →Criterion C
Complete the camera ray story
4 marks · routineOpen question →Criterion B
Find a lens focal length
8 marks · discriminatingOpen question →Criterion A
A gallery label under a filter
6 marks · demandingOpen question →Criterion A
A costume changes under stage light
6 marks · demandingOpen question →Criterion A
Two filters on an archive window
6 marks · demandingOpen question →Criterion A
A blue prop under yellow light
6 marks · demandingOpen question →Criterion A
A green signal viewed through glasses
6 marks · demandingOpen question →Criterion A
A magenta poster behind a filter
6 marks · demandingOpen question →Criterion A
When two coloured filters disagree
6 marks · demandingOpen question →Criterion A
A cyan label in red-rich lighting
6 marks · demandingOpen question →Criterion A
A red card behind magenta film
6 marks · demandingOpen question →Criterion A
A white object behind blue filters
6 marks · demandingOpen question →Criterion C
Test whether a transparent block has one refractive index
14 marks · discriminatingOpen question →Reference subsectionMapped lessons for this unit
Reflection and ray evidence
Criterion B prompt: design a fair test of the reflection rule and justify the angle measurement.
Open lesson →Refraction and changing wave speed
Measure refraction across a boundary and evaluate uncertainty before applying a formal law.
Open lesson →Total internal reflection
Use critical-angle evidence to explain fibre optics and distinguish reflection from refraction.
Open lesson →Thin lenses and image formation
Use ray diagrams to predict image properties, then test the model with a real or simulated lens.
Open lesson →Optical instruments and design
Criterion D focus: connect an optical design to its purpose, limits, accessibility, and impact.
Open lesson →