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How do you solve $log_5 x + log_5 6 = 2$ ?

1 Answer

Nov 27, 2015

$x=25/6$

Explanation:

Know that: $log_ab+log_ac=log_abc$ .

$log_5x+log_5 6=2$

$log_5 6x=2$

$5^2=6x$

$x=25/6$

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