Charcoal pieces of tree is found from an archaeological site. the carbon-14 content of this charcoal is only 17.5% that of equivalent sample of carbon from a living tree. what is the age of tree ?
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Answer:
The age of tree is 14364 years
Explanation:
Based on the given information, we would set up the following equation:
(1/2)^x=0.175
Taking log on both sides
Then, you would find x:
log(base 0.175)1/2=x
x=2.52
This is the number of half-lives that has passed. Half-life of Carbon C14 is 5700 years, we can use dimensional analysis to get the answer in years:
2.52 x half-lives(5700 years / 1 half-life) = 14364 years
Therefore, the age of tree is 14364 years
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