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

If x,y in R and x^2+y+4i and -3+x^2yi are conjugates to each other, then (abs(x)+abs(y))^2 =

If (x^2+x)+i ya n d(-x-1)-i(x+2y) are conjugate of each other, then real value of x&y are x=-1,y=1 b. x=1,y=-1 c. x=1,y=1 d. x=-1,y=-1

If (x^(2)+x)+iy and (-x-1)-i(x+2y) are conjugate of each other,then real value of x&y are x=-1,y=1 b.x=1,y=-1 c.x=1,y=1 d.x=-1,y=-1

If x , y are real and x + iy=0 then

Find real values of x and y for which the complex numbers -3+ix^(2)y and x^(2)+y+4i are conjugate of each other.

Find real values of x and y for which the complex numbers 7 + ix^(2)y and x^(2) + y + 18i are conjugate of each other.

Find real values of x and y for which the complex numbers -5 + ix^(2)y and x^(2) + y + 35 i are conjugate of each other .

Find real values of x and y for which the complex numbers -5 + ix^(2)y and x^(2) + y + 35 i are conjugate of each other .