K=e^lnK
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Re: K=e^lnK
e is Euler's number, which is a special number similar to "pi" and is roughly equal to 2.71828. Since e raised to the power of ln (which has base e) cancel out, you are left with simply K.
Hope this helps :)
Hope this helps :)
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Re: K=e^lnK
e is an irrational number in math that has the special property: de^x=e^x (derivative equals the value). As well, natural log is the log base e of x so it applies here that anything set to the power of its own log "cancels" and leaves you with the value of the log! Hope this helps :)
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