SOLUTION: What is 12log[base64]X-6log[base16]X equivalent to? (The answer should be log[base4]X) What I have done so far: (log[base16]x^12)/(log[base16]64)-log[base16]X^6 =(log[base16

Algebra ->  Logarithm Solvers, Trainers and Word Problems -> SOLUTION: What is 12log[base64]X-6log[base16]X equivalent to? (The answer should be log[base4]X) What I have done so far: (log[base16]x^12)/(log[base16]64)-log[base16]X^6 =(log[base16      Log On


   



Question 861839: What is 12log[base64]X-6log[base16]X equivalent to? (The answer should be log[base4]X)
What I have done so far:
(log[base16]x^12)/(log[base16]64)-log[base16]X^6
=(log[base16]x^12)/(1.5)-log[base16]X^6
1.5=(log[base16]x^12)-log[base16]X^6
...
I'm stuck
Thank you

Answer by ewatrrr(24785) About Me  (Show Source):