Question

can u solve this???

Answer 1

$Given : log_{6}(x^5) = 10$

We know that $log_{a}(x^b) = b * log_{a}(x)$

$=> 5log_{6}(x) = 10$

$=> log_{6}x = 2$

$=> log_{6}(x) = log_{6} (6)^2$

$=> log_{6}(x) = log_{6}(36)$

$=> \boxed{x = 36}$

Hope it helps!

Answer 2

Hope this helps you.