A nuclear explosion has taken place leading to increase in concentration of `C^(14)` in nearby areas. `C^(14)` concentration is `C_(1)` in nearby areas and `C_(2)` in areas far away. If the age of the fossil is determind to be `T_(1) and T_(2)` at the places respectively thenA. the age of fossil will increase at the place where explosion has taken place and `T_(1)-T_(2) = 1/lambda In C_(1) /C_(2)`B. the age of fossil will decrease at the place where explosion has taken place and `T_(1)-T_(2) = 1/lambda In C_(1) /C_(2)`C. the age of fossil will be determined to be the sameD. `T_(1)/T_(2) = C_(1) / C_(2)`

A nuclear explosion has taken place leading to increase in concentrati

1.	A nuclear explosion has taken place leading to increase in concentration of `C^(14)` in nearby areas. `C^(14)` concentration is `C_(1)` in nearby areas and `C_(2)` in areas far away. If the age of the fossil is determind to be `T_(1) and T_(2)` at the places respectively thenA. the age of fossil will increase at the place where explosion has taken place and `T_(1)-T_(2) = 1/lambda In C_(1) /C_(2)`B. the age of fossil will decrease at the place where explosion has taken place and `T_(1)-T_(2) = 1/lambda In C_(1) /C_(2)`C. the age of fossil will be determined to be the sameD. `T_(1)/T_(2) = C_(1) / C_(2)`
Answer» Correct Answer - a

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