SUMMARY
To measure the distance across a river at night using a sensitive light meter and a meter stick, one can utilize the principles of light intensity and the inverse square law. By measuring the light intensity from the street light with the light meter at various distances along the bank, one can apply the equation I = P / (4πd²) to determine the distance (d) to the light source. This method requires accurate readings of light intensity and careful positioning of the meter stick to ensure precise measurements.
PREREQUISITES
- Understanding of the inverse square law of light intensity
- Familiarity with using a sensitive light meter
- Basic knowledge of distance measurement techniques
- Ability to apply mathematical equations related to light sources
NEXT STEPS
- Research the inverse square law of light intensity in detail
- Learn how to calibrate and use a sensitive light meter effectively
- Explore various distance measurement techniques in physics
- Study practical applications of light intensity equations in real-world scenarios
USEFUL FOR
Physics students, educators, and anyone interested in practical applications of light measurement and distance calculation techniques.