Asked by Queen
the concentration of tritium in the wine is 0.34 times that found in the freshly bottled wines. if the half life of the tritium is 12.3 years, estimate the time elapsed since the wine was bottled. help please. thank you :)
Answers
Answered by
MathMate
time
= -(half life)*ln(fraction remaining)/ln(2)
= -(12.3)*(0.34)/ln(2)
= 19.1 years.
= -(half life)*ln(fraction remaining)/ln(2)
= -(12.3)*(0.34)/ln(2)
= 19.1 years.
Answered by
Queen
thanks a lot :)
Answered by
brian
Cesium-137 has a half life of 30.0 years. If initially there are 8.0 kg of cesium-137 present in a sample, how many kg will remain after 60.0 years?
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