| Lesson Plan |
| Grade: |
Date: 03/03/2026 |
| Subject: Physics |
| Lesson Topic: Describe the use of a single lens as a magnifying glass |
Learning Objective/s:
- Describe how a convex lens forms a virtual, upright, magnified image when the object is within its focal length.
- Apply the thin‑lens equation to determine object and image distances for a magnifying glass.
- Calculate linear magnification for given object distances.
- Explain the conditions for an effective magnifying glass (object inside focal length, image at near point, lens quality).
- Demonstrate correct positioning of a hand‑held lens to achieve comfortable viewing.
|
Materials Needed:
- Convex lenses (focal length 5–10 cm)
- Meter sticks or rulers
- Printed worksheet with calculation tasks
- Projector and screen for diagram
- Whiteboard and markers
- Eye‑relief near‑point reference (≈25 cm card)
|
Introduction:
Begin with a quick demonstration: hold a simple convex lens over a printed text and ask students what they notice. Recall prior learning of focal length and image formation from earlier lens lessons. Explain that today they will learn how to use a single lens as a magnifying glass and will be able to predict the image position and magnification.
|
Lesson Structure:
- Do‑now (5’) – Students complete a short quiz on sign conventions for thin lenses.
- Mini‑lecture (10’) – Review thin‑lens equation, sign conventions, and magnification formula, using a projected diagram.
- Guided calculation (10’) – Work through example table values; students fill in missing distances and magnifications.
- Hands‑on activity (15’) – In pairs, students use provided convex lenses and rulers to place an object within focal length, adjust until the image is at the near point, and record u, v, m.
- Class discussion (5’) – Groups share findings and discuss lens quality and eye strain.
- Exit ticket (5’) – Write one condition for an effective magnifying glass and one real‑world example.
|
Conclusion:
Summarise that a magnifying glass relies on placing the object inside the focal length to produce a virtual, upright image at the near point. Students complete an exit ticket and are assigned a homework task to calculate magnification for a new lens‑object distance. Reinforce that proper positioning reduces eye strain and maximises clarity.
|