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As you can might be able to tell from Graph 1Half life is a particular case of exponential decay. 1 per month helps. So now we have the general formula for carbon-14 given its half-life.
As you can might be able to tell from Graph 1Half life is a particular case of exponential decay.
For example the medical sciences refer to the. So it equals 12 times 10 to the minus 4. If an initial population of size P has a half-life of d years or any other unit of time then the formula to find the final number A in t years is given by A P 12td. The formula is derived as follows.