The \[{{C}^{14}}\]to \[{{C}^{12}}\] ratio in a wooden article is 13% that of the fresh wood. Calculate the age of the wooden article. Given that the half-life of \[{{C}^{14}}\] is 5770 years [Pb.CET 2004]

The \[{{C}^{14}}\]to \[{{C}^{12}}\] ratio in a wooden article is 13% t

1.	The \[{{C}^{14}}\]to \[{{C}^{12}}\] ratio in a wooden article is 13% that of the fresh wood. Calculate the age of the wooden article. Given that the half-life of \[{{C}^{14}}\] is 5770 years [Pb.CET 2004]
A.	16989 years
B.	16858 years
C.	15675 years
D.	17700 years
Answer» B. 16858 years

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The \[{{C}^{14}}\]to \[{{C}^{12}}\] ratio in a wooden article is 13% that of the fresh wood. Calculate the age of the wooden article. Given that the half-life of \[{{C}^{14}}\] is 5770 years [Pb.CET 2004]

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