How do you explain the twin paradox to a friend

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Discussion Overview

The discussion revolves around how to explain the "twin paradox" to someone who holds classical views on motion and aging. Participants share their experiences and strategies for addressing misconceptions related to relativistic effects on time dilation.

Discussion Character

  • Exploratory, Conceptual clarification, Debate/contested

Main Points Raised

  • One participant describes a challenge in communicating the twin paradox to someone who believes that aging cannot differ due to varying speeds.
  • Another participant mentions the need for a solid understanding of high school algebra and detailed mathematical reasoning to grasp the subtleties of the twin paradox.
  • A third participant references a specific paper that they believe properly resolves the twin paradox, indicating a reliance on mathematical rigor.
  • There is a suggestion to continue the discussion in a previously established thread, indicating a potential overlap in topics.

Areas of Agreement / Disagreement

Participants express differing views on how to effectively explain the twin paradox, with no consensus on a single approach or resolution to the paradox itself.

Contextual Notes

Some participants highlight the importance of mathematical understanding, while others focus on conceptual explanations, indicating varying levels of prerequisite knowledge among the audience.

GSwindle
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How do you explain the "twin paradox" to a friend

Talking with a friend at work I encountered a problem, "No, he was wrong. There is no way possiable that someone can age at a diffrent rate because they are moving at a diffrent speed." We all know a person that has said this and have spent a lot more time than perhaps one would like to get over that initial classical thinking. I would like to know how everyone likes to explain the "twin paradox" to someone who is interested but is stuck in a world of falling apples and cars that only move at 55mph.
 
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Twin Paradox Resolution

There are subtleties in the twin paradox that can't be avoided unless you're competent in high school algebra and can follow carefully stated mathematical reasoning, line by line. I only know of one paper that properly resolves the "twin paradox." It is carefully detailed and is written by a mathematician. Let me know if you have any questions. http://www.everythingimportant.org/relativity/
 
continue the discussion in the other thread
 

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