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OpenStudy (anonymous):
OpenStudy (oaktree):
Okay. So we're obviously going to want to use the equation\[N_f = N_ie^{kt}\]Can you start filling in any of the terms of the equation?
OpenStudy (anonymous):
Sorry i dont even know this...can you help me fill it out?
OpenStudy (oaktree):
Sure. So \[N_i\]Is your sample size at the beginning, e is the number 2.71, t is the time, and k is the decay constant, which is found with this equation:\[k = \frac{ -\ln2 }{ half-life }\]So now can you start filling anything in? I'm not just going to give you the answer, but I'll help you along.
OpenStudy (anonymous):
so the bottom would be 138?
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OpenStudy (oaktree):
Of the fraction for k? Yes. So now evaluate.
OpenStudy (oaktree):
Do you know how to evaluate that fraction with a calculator?
OpenStudy (anonymous):
Im a little confused, where did you get 2.71?
OpenStudy (oaktree):
Do you know the number e?
OpenStudy (oaktree):
Okay then...I'll assume the teacher wants you to do this the simpler way that isn't as exact. So let's start over from the beginning. Sound good?
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