Решить показательное уравнение 2^x^2-1-3^x^2=3^x^2-1-2^x^2+2

2^( x^2 - 1 ) - 3^x^2 = 3^( х^2 - 1 ) - 2^( х^2 + 2 ) 2^( х^2 - 1 ) + 2^( х^2 + 2 ) = 3^( х^2 - 1 ) + 3^х^2 2^х^2•( ( 1/2 ) + 4 ) = 3^(х^2)•( ( 1/3 ) + 1 ) 2^х^2•( 4 1/2 ) = 3^х^2•( 1 1/3 ) ( 2/3 )^х^2 = 1 1/3 : 4 1/2 1 1/3 : 4 1/2 = 4/3 : 9/2 = 8/27 ( 2/3 )^х^2 = 8/27 ( 2/3 )^х^2 = ( 2/3 )^3 Х^2 = 3 Х1 = V 3 ; X2 = - V 3