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K = \frac{f_F}{1-f_F}
OK, I feel like the stupidest person ever, but if I know K, how do I find fF?
I even know the answer.. if K = 0.504.. fF will be 0.335.. which is 33.5%, the other fraction is 66.5%, which is 0.504..
Still can't figure how to solve the formula :(
master_coda
Jan3-04, 06:59 PM
\begin{align*}
K&=\frac{f_F}{1-f_F} \\
K-Kf_F&=f_F \\
K&=f_F(1+K) \\
\frac{K}{1+K}&=f_F
\end{align*}
see, I knew it was stupid [t)]
Thanks! [:D]
PrudensOptimus
Jan3-04, 07:32 PM
k = f/1-f
k - kf = f.
k = fk + f = f(1 + k)
f = k/(1+k)
PrudensOptimus
Jan3-04, 07:33 PM
oh already solved [;)]
such easy equations... sigh, noob chemists[g)] [6)]
I know, I got to the second part, realized that instead of having 1k and 2f, I had 2k and 2f, after which I panicked and gave up :P
maybe some sleep would be good, it is already 5.40 am after all, but the nernst equation is making absolutely NO sense! [b(]
Originally posted by Monique
gonna make some coffee..
LOL, it's funny how every now and then that one can get stuck on a really simple problem, like a mental block or something.
A few weeks ago I was trying to re-arrange an equation, and I knew it had a fairly simple final form (I even knew how it should end), but I just kept getting stuck at one point and couldn't get any further.
It was quite frustrating and several times I thought about posting it here but each time refrained as I knew the answer must be very simple and was afraid of looking too dumb. Eventually I figured it out, and as expected, it was actually very easy, even though it stumped me for two days!. :)
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