A hiker in Africa discovers a skull that contains 72% of it's original amount of c-14.
N=Noe^-kt
No=initial amount of C-14(at time t=0)
N=amount of C-14 at time t
t=time, in years
k=0.0001
Find the age of the skull to the nearest year.
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OpenStudy (nottim):
shouldnt it just be plug and play? plug into eq'n?
OpenStudy (anonymous):
Im... not sure. Honestly.
OpenStudy (anonymous):
I have no idea how to do this stuff, at all.
OpenStudy (nottim):
sorry. went to do stuff.
OpenStudy (anonymous):
It's fine, I'm the beggar here anyways.
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OpenStudy (nottim):
There's no otehr eq'n?
OpenStudy (nottim):
I took a closer look and realized I'm stumped too. I use to remember exactly how to solve this problem.
OpenStudy (nottim):
I think its a 2 step problem.
OpenStudy (anonymous):
I'm completely stumped on this.
No idea what to do.
OpenStudy (nottim):
First we look for the initial amt.
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OpenStudy (anonymous):
u have one equation u need to solve that equation for (t)
OpenStudy (anonymous):
N = .72
OpenStudy (nottim):
is that so? I don't think we can put % there. but then again, its been a while
OpenStudy (nottim):
e's an actual numerical value, last i remember.
OpenStudy (nottim):
you got a scientific calculator?
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OpenStudy (anonymous):
mhm
OpenStudy (nottim):
Its like the opposite of In (pronounced lawn)
OpenStudy (anonymous):
that's confusing xD
OpenStudy (nottim):
do you see it on your calculator?
OpenStudy (nottim):
\[e ^{x}\]
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OpenStudy (anonymous):
yes
OpenStudy (nottim):
anyways, if we go back to solving the initial amount, N=No, k=0.0001, t=0.
OpenStudy (nottim):
wait...that doesn't help at all...
OpenStudy (anonymous):
It helps to restate a bit
OpenStudy (anonymous):
We're looking to find the time
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OpenStudy (nottim):
i understand that much. Just trying to find the other variables first...
OpenStudy (anonymous):
that seems to be impossible for me
OpenStudy (nottim):
What if you subbed in:
No=1
N=0.72
t=?
k=0.0001
OpenStudy (nottim):
And then rearranged to solve for t?
OpenStudy (anonymous):
I was thinking of trying that.
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OpenStudy (anonymous):
How does No = 1, just for ed purposes?
OpenStudy (nottim):
1 is just 100% compared to 0.72.
OpenStudy (nottim):
What's the opposite of e^x? Is it called negative reciprocal?
OpenStudy (anonymous):
In
OpenStudy (anonymous):
aka, -inf
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OpenStudy (nottim):
I guess that's what you use on both sides to get rid of that e^x.
OpenStudy (nottim):
Is the answer in your textbook?
OpenStudy (anonymous):
No :(
OpenStudy (nottim):
darn.
OpenStudy (nottim):
Well, have you tried anything else here?
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OpenStudy (primeralph):
nooooo, that's wrong!!! I'm African and this bullcrap doesn't happen.
OpenStudy (nottim):
hey, same here.
OpenStudy (nottim):
you got anything, ralph?
OpenStudy (nottim):
Well, I'm out. Sorry.
OpenStudy (anonymous):
I got this.
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OpenStudy (anonymous):
N=Noe^-kt
No=initial amount of C-14(at time t=0)
N=amount of C-14 at time t
t=time, in years
k=0.0001
You know that N=0.72 No. Substitute that in, and divide by No on both sides to get 0.72=e^-kt. Then, take the natural log of 0.72, multiply by 10,000 (to account for k) and you have t.
OpenStudy (nottim):
Just so I understand, how do you take natural logs?
OpenStudy (primeralph):
me, I didn't try, but I think it's easy.
OpenStudy (nottim):
It looked easy to me too.
OpenStudy (nottim):
Guess its really has been a while.
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OpenStudy (anonymous):
It's a button on any decent calculator, including Google Calculator.
OpenStudy (primeralph):
the OP is probably already asleep. Good job trying though.
OpenStudy (nottim):
you just pres the log button?
OpenStudy (nottim):
ay.
OpenStudy (anonymous):
No. That's usually log base 10, you need log base e.
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OpenStudy (nottim):
so... (log)+(e^x)?
OpenStudy (anonymous):
NO.
OpenStudy (nottim):
lol
OpenStudy (anonymous):
Sorry. If you only have the log button and not the ln button you can take \[\log_{10} x \div \log_{10} e\]