Question

Find the value of X and Y : 2+( x+iy) = 3+i

Answer 1

Given that ;

2+(x+iy)= 3+i

Expanding brackets we get;

2+x+iy=3+i

now let's combine the real terms and imaginary terms together

We get ;

X+iy-3+2-i=0


X+i(y-1)=0

X+i(y-1)=0+0i ..... (1)

Now lets compare it with real and imaginary terms(l.h.s and r.h.s)

X=0

And y-1=0

Y=1