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Calculate the time required for three-fourths (1/2) of a sample of cesium-100 to decay, given that its half-life is 30.1 minutes
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y = (3/4)e^(kt)... find k.
3/4 of a sample will decay in twice the halflife, or 64.4 minutes. After the first halflife you'll have half left, and after the second you'll have half again, or 1/4, which is 3/4 decay.
how would I find k?
then you can rearrange to solve for t.
to find k, at t=1, only half of your sample of 3/4 is left... and that is 3/8.
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ok
so that would be the time required?
what did you get for k?
3?
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