SUMMARY
The percent magnification of a microscope can be calculated using the formula \(M = \frac{\text{perceived length}}{\text{actual length}} \cdot 100\). In this discussion, a virus measuring \(3.0 \times 10^{-5}\) cm appears to be 1.2 cm long under the microscope, resulting in a magnification of 4,000,000%. The calculation involves converting the lengths into a compatible format, simplifying the expression, and performing basic arithmetic operations. The final result confirms the effectiveness of the microscope in magnifying small objects.
PREREQUISITES
- Understanding of basic mathematical operations (addition, multiplication, division)
- Familiarity with scientific notation
- Knowledge of unit cancellation in calculations
- Basic principles of microscopy and magnification
NEXT STEPS
- Learn about different types of microscopes and their magnification capabilities
- Explore scientific notation and its applications in various fields
- Study the principles of optics and how they affect magnification
- Investigate the limitations of magnification in microscopy
USEFUL FOR
This discussion is beneficial for students in biology or optics, educators teaching microscopy concepts, and anyone interested in understanding magnification calculations in scientific contexts.