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General physics
Solution9. Investigation10. Group Activity11. Individual Work12. Resources13. Reflection
Answer
d = 1/600×103 m = 1.667×10−6 m; sin θ = λ/d = 0.39 ⇒ θ ≈ 23°.
🧪 Interactive Investigation

Use PhET “Wave Interference” to explore two‐source interference in water:


Investigation Answers
Observe nodal & antinodal lines; measure spacing to confirm Δ = nλ.
👥 Collaborative Group Activity

In groups, design a simple microwave interference experiment (using slits and a detector) and report measured λ.

📝 Individual Assessment
  1. Explain why coherence is essential for stable interference fringes.
  2. Calculate fringe width for red light (λ=700 nm), a=0.3 mm, D=1.5 m.
  3. Determine second‐order angle for λ=500 nm on a 300 lines/mm grating.
  4. Discuss the effect of finite slit width on fringe contrast.
  5. Design an experiment to measure λ of a laser using double‐slit and grating methods; compare results.
🤔 Lesson Reflection
  • Which interference experiment did you find most intuitive and why?
  • How does slit separation affect fringe spacing?
  • What practical limitations did you observe in your investigations?
  • Set one goal to improve accuracy in wavelength measurement.