If x,y are and `(3+ix^(2)y)` is conjugate of the complex quantity `(x^(2)+y+i4)`, find x and y.

If x, y real and (x-3i) and (-2+iy) are conjugate of each other, find x and y.

If x,y are real and (y^(2)x-5i) and {4+i(x+y^(2))} are conjugate to each other find x and y

y=4x^2 + e^(3x) find y'

If x,y are real and x+iy = - i(-2+3i) find x and y .

Complex numbers whose real and imaginary parts x and y are integers and satisfy the equation 3x^(2)-|xy|-2y^(2)+7=0 , Find the value of x and y .

(2x-3y) /(y-x)=2 in this equation replace y by x and find value of x and y.

(3x+2) +(y+x)=1 in this equation replace y by x and find value of x and y.

Find the real numbers x and y , if (x-i y)i is the conjugate of 5-3 i

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

2(x-y) +(y+x)/3=0 in this equation replace y by x and find value of x and y.