[" SI."4(x^(2)+y^(2)-3xy=0)-dx>r," then find the valee "],[" of "log_(a)(x-y)]

If x^(2)+y^(2)-3xy = 0 and x gt y then find the value of log_(xy)(x-y)^2

If x^(2) + y^(2) -3xy = 0 and x gt y then find the value of log_(xy)(x-y) .

If x,y in R and x^(2)+y^(2)+xy=1, then find the minimum value of x^(3)y+xy^(3)+4

For x,y in N, if 3^(2x-y+1)=3^(y-2x+1)-8 and log_(6)|2x^(2)y-xy^(2)|=1+log_(36)(xy). Then find the absolute value of (x-y)

If log_(12)6=x,log_(24)54=y, then find the value of xy+(5x-2y)+4

If x^4+y^4-a^2xy=0 " then find " dy/dx

If x^4+y^4-a^2xy=0 " then find " dy/dx

If log_(q)(xy)=3 and log_(q)(x^(2)y^(3))=4 , find the value of log_(q)x ,

If log_(12)18=x and log_(24)4=y then find the value of xy-(2x+5y)+4