Question 1179325
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By using the substitution y = log of x to base 3 or otherwise,solve the equation log of x+2 to base 3 = 3log of 3 to base x
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Double check your post with your source.


The post does not look right.




If to write your equation literally as it is worded/pronounced in the post, it is


                {{{log(3,(x+2))}}} = {{{3*log(x,(3))}}},


which is the same as 


                {{{log(3,(x+2))}}} = {{{3/log(3,(x))}}}.


This equation CAN NOT be solved algebraically.


It only can be solved numerically, using calculators that find zeroes of nonlinear functions.


The zero, found in this way, is  x = 5.81725  (approximately).


But again, it can not be solved algebraically.