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Old 09-27-2008   #10 (permalink)
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Don Blazys
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Re: A Mathematical Emergency.

To:CraigD. The identity:

(T/T)a^x=T(a/T)^((xln(a)/(ln(T))-1)/(ln(a)/(ln(T))-1))

is true. Please keep in mind that the logarithms can be "crossed out" if and only if x=1. For all other values of x, the logarithmic exponent must remain exactly as it is. In other words, don't confuse the above logarithmic exponent, which is:

((xln(a)/(ln(T))-1)/(ln(a)/(ln(T))-1)) for

x((ln(a)/(ln(T))-1)/(ln(a)/(ln(T))-1)).

There is also a lot more information about this equation, including its derivation, on my website (donblazys.com).

As for putting the above equation in LaTex, I really appreciate all the help that you have given me so far. However, the problem that I am having is this:
While on the "reply to thread" board, after I type in the "commands":
[math] \left(\frac{T}{T}\right)a^x....etc.,
I can't get those "commands" to convert my equation into LaTex.
Any suggestions?

Gotta go now, but I will be back on Monday. Have a great weekend!

Don.
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