Studying half life and radioactive deca

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SUMMARY

This discussion centers on the concepts of half-life and radioactive decay, specifically using a dice-rolling experiment to illustrate these principles. Participants confirm that while a radioactive element can theoretically decay completely, the probability of the last atom remaining indefinitely exists. The relationship between the number of remaining dice and half-life is established: when half the dice are left, the number of rolls corresponds to one half-life period. This practical exercise effectively demonstrates the randomness inherent in radioactive decay.

PREREQUISITES
  • Understanding of half-life in radioactive decay
  • Familiarity with probability concepts
  • Basic knowledge of experimental physics
  • Experience with practical demonstrations in science education
NEXT STEPS
  • Explore the mathematical formula for half-life in radioactive decay
  • Research the concept of decay chains in nuclear physics
  • Learn about the statistical nature of radioactive decay
  • Investigate practical applications of half-life in radiometric dating
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Students studying physics, educators teaching concepts of radioactivity, and anyone interested in the practical applications of half-life in scientific experiments.

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Hi guys I am currently doing some homework for physics and I am having a little bit of difficulty understanding the topic. We are currently studying half life and radioactive decay. We completed a practical involving the rolling of X number of dice and removed all dice that rolled the number 2. My question is:

Is it possible for a decaying element to decay completely? If someone could give me an insight onto this and justify their response it would be appreciated.

What is the relationship between the number of dice remaining and half life?

Thanks,
 
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What is the relationship between the number of dice remaining and half life?
My compliments to your teacher on thinking up the dice exercise!
I never did and I taught physics for 30 years.
When you are down to only half the dice remaining, then the number of throws you have done is the half life.

Yes, an element can decay completely. The formula makes sense until you get down to one atom (or one die) left. Then on the next throw you could lose your die (or your atom). Or maybe not - it is even possible, though extremely unlikely, that it will take forever for the last one to go.
 

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