PHY 112 PHY112 LAB 13 SOLUTIONS (GCU)

PHY 112 PHY112 LAB 13 SOLUTIONS (GCU)

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PHY 112 PHY112 LAB 13 SOLUTIONS (GCU)

PHY 112 Lab 13 Worksheet Relativity (Grand Canyon University)

Procedures ̶ Below are seven scenarios or thought experiments. Based on the readings in the textbook and other books or Web sites you may have used, provide (in your own words) explanations for each scenario.

1. Person A is standing in a parking lot. Person B is riding in a car that is moving with velocity (v). Person B shines a flashlight in the direction going forward. What speed of light will each person measure?

2. The average life span in the United States is about 70 years. Does this mean that it is impossible for an average person to travel a distance greater than 70 light years away from the Earth? (A light year is the distance that light travels in a year.) This is not a yes or no answer. Explain your reasoning.

3. Person A is at rest with a light clock. Person B is in a car moving to the left (as seen by person A with a light clock). Discuss how each person will perceive time. Use algebra to find the time measured by person A with respect to how person B perceives and measures time.

4. Does the fact that simultaneity is not an absolute concept also destroy the concept of causality? If event A causes event B, event A must occur first. Is it possible that in some reference frames A will appear to cause B, and in others B will appear to cause A?

5. The theory of relativity sets an upper limit on the speed of a particle. Does that mean that there are also upper limits on its energy and momentum? Explain.

Internet Research  ̶ Provide links to two Internet sites that you have visited to gain additional information (beyond the textbook) regarding the twin paradox. Briefly describe the twin paradox in your own words. Include an explanation for why this is not truly a paradox. Do not just copy words from the textbook or Web sites.

Lab Problem

1. A particle has a rest mass of 6.64E-27 kg and moves at a speed that is 92% the speed of light. Show all work for the following problems:

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