Practice questions · Reflection

Measure from the normal. Use exact words.

Seven original Cambridge-style questions. They target the two places students lose marks on this topic: measuring angles from the surface instead of the normal, and using casual words instead of the exact image-characteristic language.

Original questions All questions on this page are original work, written in the Cambridge IGCSE style. They are not from past papers. They test the same concepts and skills the syllabus rewards.
Two habits that protect your marks

Convert to the normal. Quote the exact phrase.

01
[1 mark]

State the law of reflection.

The angle of incidence is equal to the angle of reflection, both measured from the normal. ✓

"From the normal" is part of the law. Leaving it out can cost the mark.

02
[2 marks]

A ray of light strikes a plane mirror at an angle of 32° to the mirror surface. Calculate the angle of reflection, measured from the normal.

Convert to the normal:

i = 90° − 32° = 58°

Law of reflection:

r = i = 58°

angle of reflection = 58°

The 32° is to the surface. Always convert first. Writing 32° is the classic error.

03
[4 marks]

State four characteristics of the image formed by an object placed in front of a plane mirror.

  • Virtual (cannot be formed on a screen)
  • Upright (the same way up as the object)
  • Same size as the object
  • Laterally inverted

Each exact phrase is worth one mark. "Flipped" or "reversed" scores zero. "Same size" without "as the object" is risky.

04
Analysis
[2 marks]

A student writes that the image in a plane mirror is "reversed and the same size." Explain why this answer would not gain full marks, and give the correct wording.

  • "Reversed" is too vague. The examiner needs the exact term laterally inverted, which means left and right are swapped.
  • "Same size" is incomplete. It should read same size as the object.

This topic is marked on precise vocabulary, not loose description. Learn the exact phrases.

05
[2 marks]

A person stands 1.5 m in front of a large plane mirror.

(a) How far behind the mirror does their image appear? [1] (b) What is the total distance between the person and their image? [1]

(a) The image is as far behind as the object is in front, so 1.5 m behind. ✓

(b) 1.5 m + 1.5 m = 3.0 m

Image distance behind = object distance in front. Total separation is double the object distance.

06
Diagram
[3 marks]

The diagram shows a ray of light striking a plane mirror. The normal is drawn at the point where the ray hits. The angle between the incident ray and the normal is 50°.

normal incident ray 50° draw the reflected ray
An incident ray at 50° to the normal.
(a) State the angle of reflection. [1] (b) Describe the direction of the reflected ray. [2]

(a) Angle of reflection = 50° (equal to the angle of incidence). ✓

(b) The reflected ray leaves the point on the other side of the normal, at 50° to the normal, travelling up and to the right. ✓✓

The reflected ray is the mirror image of the incident ray across the normal. Draw it with a ruler and an arrow pointing away from the mirror.

07
Analysis
[3 marks]

The surface of a calm lake acts like a mirror, giving a clear reflection of the trees on the far bank. On a windy day, the same lake gives only a blurred, broken reflection.

Explain, in terms of reflection, why the reflection is clear when the water is calm but blurred when it is rough.

  • When the water is calm, the surface is smooth and flat, so parallel rays reflect in the same direction. This is regular reflection and gives a clear image.
  • When the water is rough, the surface is uneven. The normal points in different directions at different points, so parallel rays reflect in many different directions. This is diffuse (scattered) reflection and the image is broken up.

The law of reflection still holds at every tiny point. It is the changing direction of the normal across a rough surface that scatters the light.

Mark this once you have attempted all six and checked your working. It records a Practiced badge on the topic and adds a one-time bonus. Revealing the solutions alone does not count.