Question 1079539

{{{ log((2^(x-3)))=log((6^(1-2x)))}}}

{{{ (x-3)log((2))=(1-2x)log((6))}}}


{{{ x*log((2))-3log((2))=log((6))-2x*log((6))}}}

{{{ x*log((2))-log((2^3))=log((6))-x*log((6^2))}}}

{{{ x*log((2))-log((8))=log((6))-x*log((36))}}}

{{{ x*log((2))+x*log((36))=log((6))+log((8))}}}

{{{ x(log((2))+log((36)))=log((6))+log((8))}}}

{{{ x(log((2*36)))=log((6*8))}}}

{{{ x(log((72)))=log((48))}}}

{{{ x=log((48))/log((72))}}}

{{{ x=log((2^4*3))/log((2^3*3^2))}}}

{{{ x=(log((2^4))+log((3)))/(log((2^3))+log((3^2)))}}}

{{{ x=(4log((2))+log((3)))/(3log((2))+2log((3)))}}}