Question

Let a and b be real numbers greater than 1 for which there exists a positive real number C, different from 1, such as:
$2\left(\log _a\left(C\right)+\log _b\left(C\right)\right)=9\:\log _{ab}\left(C\right)$
Find the largest possible value for loga b.

Answer 1

Step-by-step explanation:

A=1

B=2

Hope this helps you