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What is radioactive decay?
A random process where unstable nuclei emit radiation to become more stable
Can we predict when a specific nucleus will decay?
No, radioactive decay is a random process
What is the definition of half-life (based on nuclei)?
The time it takes for half the unstable nuclei in a sample to decay
What is the definition of half-life (based on count rate)?
The time it takes for the activity (or count rate) of a sample to fall to half its initial value
What is activity?
The rate at which a radioactive source decays, measured in becquerels (Bq)
What is 1 becquerel (1 Bq)?
1 decay per second
What is count rate?
The number of radioactive decays detected per second by a device like a Geiger-Müller tube
Are activity and count rate the same thing?
No, count rate includes effects like background radiation and detector efficiency
How do you find the half-life from a graph of undecayed nuclei vs time?
Find the time it takes for the number of undecayed nuclei to fall to half its starting value
If a sample starts with 1,000 undecayed nuclei and drops to 500 in 10 minutes, what is the half-life?
10 minutes
What happens to the number of undecayed nuclei after each half-life?
It halves
What happens to the count rate after each half-life?
It halves
If an isotope has a half-life of 15 days, how many half-lives is 45 days?
3 half-lives
If the starting count rate is 200 Bq, what is it after 1 half-life?
100 Bq
If the starting count rate is 200 Bq, what is it after 2 half-lives?
50 Bq
If the starting count rate is 200 Bq, what is it after 3 half-lives?
25 Bq
How do you calculate count rate after several half-lives?
Divide the original count rate by 2 for each half-life passed
Formula to calculate remaining count rate after n half-lives
Final count rate = Initial count rate ÷ (2^n)
Why do we use half-life instead of exact decay time?
Because decay is random, half-life gives a statistical average
Does a short half-life mean fast or slow decay?
Fast decay
Does a long half-life mean fast or slow decay?
Slow decay
Why is knowing half-life important in medicine and archaeology?
It helps determine how long a radioactive substance remains active or how old a sample is (e.g. carbon dating)