How do you condense $5logy - 6log2x - .5logz$ ?

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Answer 1 · 2016-02-08T19:04:11

$log((y^5)/(64x^6sqrt(z)))$

$5log(y)-6log(2x)-.5log(z)$

$log(y^5)-log((2x)^6)-log(z^(1/2))$

$log(y^5)-log(64x^6)-log(sqrt(z))$

$log((y^5)/(64x^6sqrt(z)))$

How do you condense 5logy - 6log2x - .5logz5logy - 6log2x - .5logz?