Question

( left(a^{log _{b} x}right)^{2}-5 y^{log _{b}^{a}}+6=0 )
( a^{log _{b}^{infty}}=x^{log _{b}^{a}} )
( left(x^{left.log _{b}^{a}right)^{2}}-5 y^{log _{b}^{a}}+6=0right. )
I think hore ( x ) have to be there in place of ( y ) ( x^{log _{b}^{a}}=t )
( t^{2}-5 t+6=0 )
( t=3,2 )
( x^{log _{b}^{2}}=3 ) or ( x^{log ^{a}=2} )
( log _{b}^{x}=log _{a}^{3} )
( x=b^{log _{a}^{3}} )
( x=3^{log _{a}^{b}} ) lal ( x=2^{log _{a} b} )

# (a1086 * 12 – 5710869 +6=0.

Solution