The original amount of a radioactive sample should be multiplied by (one half) superscript n to calculate the amount remaining.
This is the time taken for half a substance to decay.
The number of half-lives a substance has undergone is related to its original amount as and amount remaining according to the following equation:
N = N₀ × (½)ⁿ
Where
From the above equation, we can conclude that the original amount of a radioactive sample should be multiplied by (one half) superscript n
to calculate the amount remaining.
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