How are we able to measure the half life of uranium-238 if it’s 4.5 billion years?

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Tried looking it up and it got complicated real quick.

In: Physics

14 Answers

Anonymous 0 Comments

T=t/n

T is the half life

t is the amount of time that has passed

n is the amount of half lives that have passed

If you take a chunk of pure radioactive material and let it decay for 1 year, then find that 25% of it is has decayed they you know that only half a half life has passed so…

T=1(year)÷.5(half life’s passed)

T=2 years

To calculate uranium you have to use incredibly small number, large samples, and way to count atoms. But it’s doable, and now you can change the equation to t=n•T to find out how old something is.

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