SUMMARY
The focal length of a convex lens can be determined by projecting an image of a distant object, such as the sun, onto a surface. The distance from the lens to the image created on the wall corresponds to the lens's focal length, as the object distance is effectively infinite. When the object distance is greater than the focal length, a real image is formed, which is inverted. Conversely, if the object is closer than the focal length, a virtual image is produced. The transition point between real and virtual images indicates the focal point of the lens.
PREREQUISITES
- Understanding of convex lenses and their properties
- Familiarity with the thin lens equation
- Basic knowledge of optics and image formation
- Ability to measure distances accurately
NEXT STEPS
- Study the thin lens equation in detail
- Explore practical experiments with different focal lengths of convex lenses
- Learn about the characteristics of real and virtual images
- Investigate the effects of lens shape on focal length
USEFUL FOR
Students in physics, optical engineers, and hobbyists interested in practical optics and lens behavior.