expand the log ax ×by/cz
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Given,
The given logarithmic expression is = log ax × by/cz
To find,
Expansion of the given logarithmic expression.
Solution,
We can simply solve this mathematical problem by using the following mathematical process.
Expansion :
= log ax × by/cz
= log ax + log by/cz
= log a + log x + log by - log cz
= log a + log x + log b + log y - log c - log z
= log a + log b - log c + log x + log y - log z
(This expression cannot be further simplified, so this will be considered as the final result of the expansion.)
Hence, the final result of the logarithmic expansion will be (log a + log b - log c + log x + log y - log z).
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