CBSE • Class 8Science • Chapter 13

LightNCERT Solutions, AI Tutor & Practice

Laws of reflection at a plane mirror, regular and diffused reflection, multiple images, the structure of the human eye and care of the eyes.

Aligned to the latest NCERT 2024-25 edition • 1 exercises covered • Free plan, no credit card

What you will learn

  • State the laws of reflection at a plane mirror
  • Distinguish regular and diffused reflection
  • Identify the major parts of the human eye and their functions

Key concepts in this chapter

Laws of reflectionRegular reflectionDiffused reflectionHuman eyeIrisRetina

Frequently asked NCERT questions in this chapter

  1. State the laws of reflection at a plane mirror.
  2. How many images are formed when an object is placed between two parallel mirrors?
  3. Name the parts of the eye that control the amount of light entering it.

Step-by-step NCERT solutions

12 solved questions • Each solution includes a Socratic hint, full working and a common-mistake callout • Last reviewed 2026-09-03

Q1 • 3 marks

State the laws of reflection of light.
Hint (Socratic — try this first)
Think about how the incoming ray, the outgoing ray, and the line perpendicular to the mirror are related in angle and in position.
Step-by-step solution

Understanding reflection: When light strikes a smooth surface (like a plane mirror), it bounces back. This bouncing is called reflection.

The two laws of reflection are:

  1. First law: The angle of incidence (i\angle i) is always equal to the angle of reflection (r\angle r).

i=r\angle i = \angle r

  1. Second law: The incident ray, the reflected ray, and the normal (the line drawn perpendicular to the mirror at the point of incidence) all lie in the same plane.

Note: The angles of incidence and reflection are always measured from the normal, not from the mirror surface.

Common mistake:
Measuring the angle of incidence from the mirror surface instead of from the normal (the perpendicular line).
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Q2 • 2 marks

A ray of light falls on a plane mirror making an angle of 30° with the mirror surface. What is the angle of reflection?
Hint (Socratic — try this first)
The given angle is measured from the mirror — but which angle does the law of reflection actually use?
Step-by-step solution

Step 1 — Find the angle of incidence. The angle of incidence is measured from the normal, not the mirror. The ray makes 3030^\circ with the mirror surface, so with the normal it makes:

i=9030=60\angle i = 90^\circ - 30^\circ = 60^\circ

Step 2 — Apply the law of reflection. By the first law of reflection:

r=i=60\angle r = \angle i = 60^\circ

Answer: The angle of reflection is 6060^\circ.

Common mistake:
Taking the angle of reflection as 30° directly, forgetting that angles must be measured from the normal.
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Q3 • 3 marks

Differentiate between regular reflection and diffused (irregular) reflection.
Hint (Socratic — try this first)
What kind of surface makes parallel rays stay parallel after reflection, and what kind scatters them?
Step-by-step solution

Regular Reflection:

  • Occurs on a smooth, polished surface (e.g., a plane mirror, still water).
  • Parallel incident rays remain parallel after reflection.
  • Produces a clear image.

Diffused (Irregular) Reflection:

  • Occurs on a rough or uneven surface (e.g., paper, wall, road).
  • Parallel incident rays are scattered in different directions.
  • Does not produce a clear image.

Important point: In both cases, the laws of reflection are obeyed at each point. Diffused reflection happens because the normals at different points of a rough surface point in different directions.

Common mistake:
Believing that the laws of reflection are broken during diffused reflection — they are actually still followed at every individual point.
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Q4 • 4 marks

Describe the characteristics of the image formed by a plane mirror.
Hint (Socratic — try this first)
Is the image real or virtual, and what happens to your left and right when you look in a mirror?
Step-by-step solution

The image formed by a plane mirror has the following characteristics:

  1. Virtual — the image cannot be caught on a screen (it appears to be behind the mirror).

  2. Erect — the image is upright, the same way up as the object.

  3. Same size — the image is exactly the same size as the object.

  4. Equal distance — the image is formed at the same distance behind the mirror as the object is in front of it.

  5. Laterally inverted — the left side of the object appears as the right side of the image (and vice versa). This is called lateral inversion.

Common mistake:
Saying the image is real, or claiming it is smaller/larger than the object; the plane mirror image is always virtual and the same size.
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Q5 • 3 marks

What is lateral inversion? Give an everyday example.
Hint (Socratic — try this first)
Think about what happens to the word 'AMBULANCE' when you see it in a rear-view mirror.
Step-by-step solution

Definition: Lateral inversion is the phenomenon in which the left side of an object appears as the right side of its image, and the right side appears as the left, when seen in a plane mirror.

Everyday example: The word AMBULANCE is written in a reversed (mirror-image) form on the front of ambulance vehicles:

ECNALUBMA\text{ECNALUBMA}

When a driver ahead looks into their rear-view mirror, the reversed word appears correct as AMBULANCE, so they can quickly read it and give way.

Common mistake:
Confusing lateral inversion (left–right reversal) with an up–down (vertical) inversion; a plane mirror does not flip top and bottom.
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Q6 • 2 marks

Two plane mirrors are placed at an angle of 60° to each other. How many images of an object placed between them will be formed?
Hint (Socratic — try this first)
Is there a formula connecting the angle between the mirrors and the number of images?
Step-by-step solution

Step 1 — Recall the formula. The number of images nn formed by two plane mirrors inclined at an angle θ\theta is:

n=360θ1n = \frac{360^\circ}{\theta} - 1

Step 2 — Substitute θ=60\theta = 60^\circ.

n=360601=61=5n = \frac{360^\circ}{60^\circ} - 1 = 6 - 1 = 5

Answer: 5 images will be formed.

This is exactly the principle used in a kaleidoscope, where mirrors placed at an angle create many beautiful images.

Common mistake:
Forgetting to subtract 1 from the ratio 360°/θ, and answering 6 instead of 5.
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Q7 • 4 marks

Name and label the main parts of the human eye and state the function of the retina.
Hint (Socratic — try this first)
Which part of the eye acts like a screen on which the image is formed?
Step-by-step solution

Main parts of the human eye:

  1. Cornea — the transparent front part that lets light enter.
  2. Iris — the coloured part that controls the size of the pupil.
  3. Pupil — the opening through which light enters; it adjusts in size.
  4. Lens — focuses light onto the retina.
  5. Retina — the light-sensitive screen at the back of the eye.
  6. Optic nerve — carries signals to the brain.

Function of the retina: The retina is the screen on which a real and inverted image is formed. It contains light-sensitive cells:

  • Cones — sensitive to bright light and colour.
  • Rods — sensitive to dim light.

These cells convert light into signals sent through the optic nerve to the brain, which interprets the image as upright.

Common mistake:
Confusing the roles of the pupil and the iris — the iris controls the amount of light, while the pupil is the actual opening.
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Q8 • 1 marks

What is the least distance of distinct vision for a normal human eye?
Hint (Socratic — try this first)
How close can you bring a book to your eyes and still read it comfortably?
Step-by-step solution

Definition: The least distance of distinct vision is the minimum distance at which an object can be seen most clearly and comfortably without straining the eyes.

For a normal human eye (adult), this distance is:

25 cm25\ \text{cm}

If an object is brought closer than this, the eye cannot focus it clearly and it appears blurred, causing strain.

Common mistake:
Writing the value as 25 mm or 2.5 cm instead of the correct 25 cm.
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Q9 • 4 marks

Explain how a periscope works, using two plane mirrors.
Hint (Socratic — try this first)
How can you use reflection twice to see over a wall or above the surface of water?
Step-by-step solution

Working of a periscope:

A periscope uses two plane mirrors fixed inside a long tube, each set at 45° to the walls of the tube.

Steps:

  1. Light from a distant object first strikes the top mirror (tilted at 45°).
  2. This mirror reflects the light downward by turning it through 90° (using the law of reflection).
  3. The light travels down the tube and hits the bottom mirror (also at 45°).
  4. The bottom mirror reflects the light towards the observer's eye, again turning it 90°.

Result: The observer can see objects that are otherwise hidden — for example, over a high wall or the surface of the sea from inside a submarine.

The reflection follows the law i=r\angle i = \angle r at both mirrors.

Common mistake:
Drawing the mirrors parallel or at 90° to the tube instead of at 45°, which would not direct the light to the eye.
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Q10 • 3 marks

Explain how Braille helps visually impaired persons to read and write.
Hint (Socratic — try this first)
If a person cannot see, which sense could they use to recognise letters?
Step-by-step solution

Understanding the need: Visually impaired (blind) persons cannot use their sense of sight, so they read using their sense of touch.

What is Braille? Braille is a special writing system developed by Louis Braille. It uses patterns of raised dots arranged in cells.

How it works:

  • Each Braille cell has up to six raised dots (arranged in two columns of three).
  • Different arrangements of these raised dots represent different letters, numbers, and symbols.
  • A person moves their fingertips over the dots and, by feeling their pattern, recognises the characters.

Conclusion: Braille allows visually impaired people to read books and write, giving them access to education and information through the sense of touch.

Common mistake:
Thinking Braille is a language of its own — it is actually a code/system of raised dots that can represent any language's letters.
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Q11 • 3 marks

An object is placed 15 cm in front of a plane mirror. If the object is moved 5 cm closer to the mirror, what is the new distance between the object and its image?
Hint (Socratic — try this first)
In a plane mirror, is the image always the same distance behind the mirror as the object is in front?
Step-by-step solution

Step 1 — Recall the property. In a plane mirror, the image is formed at the same distance behind the mirror as the object is in front of it.

Step 2 — New object distance. Original object distance =15= 15 cm. Moved closer by 55 cm, so new object distance:

15 cm5 cm=10 cm15\ \text{cm} - 5\ \text{cm} = 10\ \text{cm}

Step 3 — Image distance behind mirror. The image is also 1010 cm behind the mirror.

Step 4 — Distance between object and image.

10 cm+10 cm=20 cm10\ \text{cm} + 10\ \text{cm} = 20\ \text{cm}

Answer: The object and its image are now 20 cm apart.

Common mistake:
Forgetting to add the object distance and image distance together, and answering 10 cm instead of 20 cm.
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Q12 • 4 marks

What precautions should we take to keep our eyes healthy? List any four.
Hint (Socratic — try this first)
Think about lighting, diet, and habits that could strain or protect your eyes.
Step-by-step solution

Precautions to keep the eyes healthy:

  1. Read in proper light — neither too dim nor too bright, to avoid eye strain. Keep the book at about 2525 cm (the least distance of distinct vision).

  2. Do not look directly at the Sun or other strong light sources, as they can damage the retina.

  3. Eat a balanced diet rich in Vitamin A (found in carrots, papaya, green vegetables, milk) to prevent night blindness.

  4. Wash your eyes with clean water regularly and avoid rubbing them with dirty hands.

Additional care: Get eyes checked regularly; use spectacles if advised; avoid too much screen time and give eyes rest.

Common mistake:
Suggesting to read in very bright or very dim light — both are harmful; comfortable, adequate lighting is best.
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How to solve Light on Mindarc

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FAQs about this chapter

Why can we see a rough surface even though it does not appear shiny?+

Rough surfaces scatter light in many directions (diffused reflection). Some of that scattered light reaches our eyes from every angle, which is why we see the surface but not a clean reflection of ourselves.

All Class 8 Science chapters

  1. 1.Crop Production and Management
  2. 2.Microorganisms: Friend and Foe
  3. 3.Coal and Petroleum
  4. 4.Combustion and Flame
  5. 5.Conservation of Plants and Animals
  6. 6.Reproduction in Animals
  7. 7.Reaching the Age of Adolescence
  8. 8.Force and Pressure
  9. 9.Friction
  10. 10.Sound
  11. 11.Chemical Effects of Electric Current
  12. 12.Some Natural Phenomena
  13. 13.Light

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