PHY014 · Optics · Classes 6–10
Plane mirror reflection
Objective: To verify that the angle of reflection equals the angle of incidence, and that the image is as far behind a plane mirror as the object is in front.
🧰 Apparatus
- Plane mirror strip with stand
- Drawing board and white sheet
- Pins
- Protractor
- Ruler
📐 Formulas and SI units
∠i = ∠r (angles measured from the normal)
image distance = object distance (cm)
💡 Theory
When light reflects from a smooth surface, the incident ray, the reflected ray and the normal lie in one plane, and the angle of reflection equals the angle of incidence. A plane mirror forms a virtual, upright image of the same size, as far behind the mirror as the object is in front, laterally inverted.
🪜 Procedure
- Draw a line for the mirror and a normal at point O.
- Draw incident rays at 20°, 30°, 45° and 60° to the normal.
- Place two pins on an incident ray and stand the mirror on the line.
- Look into the mirror and place two pins in line with the images of the first pins.
- Join the second pins to O and measure the angle of reflection.
- Compare i and r in a table.
📋 Observations Simulated values
✅ Result and conclusion
For every ray the angle of reflection equals the angle of incidence, and the image is as far behind the mirror as the object is in front.
🔬 In a real lab
Pins and lines have a thickness, so readings differ by about 1°. Thick glass mirrors also give a faint second image from the front glass surface.
⚠️ Safety
Mirror strips have sharp edges: hold them by the stand and never press on glass. Use pins carefully and store them in a box.
❓ Quick check
1. The angle between the incident ray and the mirror is 30°. The angle of reflection is…
2. An object is 15 cm in front of a plane mirror. How far is its image from the object?
3. The image in a plane mirror is…
🏋️ Practice
Easyi = 25°. r = ?
Answer: 25°
MediumYou walk towards a mirror at 1 m/s. How fast do you approach your image?
Answer: 2 m/s
ChallengeTwo mirrors at 90°: how many images of one object?
Answer: 3 (360°/90° − 1)