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Mathematics, 23.01.2020 03:31, pandasarecute53
The half-life of
(carbon-14) is 5730 years. that is, it takes this many years for half of a sample of
to decay. if the decay of
is modeled by x' = -rx, where x is the amount of
, find the decay constant r. ( r = 0.000121 yr⁻¹). in an artifact the percentage of the original
remaining at the present day was measured to be 20 %. how old is the artifact?
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Answers: 2
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The half-life of [tex]^{14}c[/tex] (carbon-14) is 5730 years. that is, it takes this many years for...
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