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Algebra
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Log6 1/1296=-4
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What is the base?
the equation is correct... \[\log_{6}( \frac {1}{1296}) = \log_{6} (\frac{1}{6^4}) = \log_{6}(6^{-4})\] and using the log laws \[\log_{a}(a^n) = n\]
@campbell_st Does the asker know what the base and the exponent are?
Thats a good question, but we may be waiting for a reply...
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