Expand log base 7 of 49xyz

$\log_{7} (49 x y z)$

Rewrite $\log_{7} (49 x y z)$ as $\log_{7} (49 x y) + \log_{7} (z)$ .

$\log_{7} (49 x y) + \log_{7} (z)$

Rewrite $\log_{7} (49 x y)$ as $\log_{7} (49 x) + \log_{7} (y)$ .

$\log_{7} (49 x) + \log_{7} (y) + \log_{7} (z)$

Rewrite $\log_{7} (49 x)$ as $\log_{7} (49) + \log_{7} (x)$ .

$\log_{7} (49) + \log_{7} (x) + \log_{7} (y) + \log_{7} (z)$

Logarithm base $7$ of $49$ is $2$ .

$2 + \log_{7} (x) + \log_{7} (y) + \log_{7} (z)$

Expand log base 7 of 49xyz

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