Apologies for bumping an old question but could someone give me an example of a situation where 'N' has more than one value?
Also, another question, why cannot I equate like this below:
\(2^9\) . \(3^9\) = \(n^{f/2}\)
\(6^9\)= \(n^{f/2}\)
9=\(\frac{f}{2}\)
Therefore, f = 18
Also, another question, why cannot I equate like this below:
\(2^9\) . \(3^9\) = \(n^{f/2}\)
\(6^9\)= \(n^{f/2}\)
9=\(\frac{f}{2}\)
Therefore, f = 18
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