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

If x,y are real and x+iy=(5)/(-3+4i) find x and y .

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

x.and y are- real and if x + iy.= 5/(-3+4i) ,find the value of x and y.

If [frac{3}{2}+i frac{sqrt3}{2}]^50 = 3^25(x-iy) ,where x,y are real and i=sqrt(-1) , then the order pair (x,y) is given by

If 1/ (m+i n) - (x-iy)/(x+iy) =0, where x,y,m,n are real and x+iy!=0 and m+i n!=0 , prove that m^2+n^2=1 .

If 1/ (m+i n) - (x-iy)/(x+iy) =0, where x,y,m,n are real and x+iy!=0 and m+i n!=0 , prove that m^2+n^2=1 .

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 and y are real and x +iy= |{:(6i,-3i,1),(4,3i,-1),(20,3,i):}|=0 , find x and y

x+iy=det[[6i,-3i,14,3i,-120,3,i]], find x and y