Question

solve each of the following equation for real x and y. x+ 2yi =i -(-3+5i )​

Answer 1

Answer:

Solution for X.

x+2yi=i−(−3+5i)

Multiply 2 and i to get 2i.

x+2iy=i−(−3+5i)

Subtract −3+5i from i to get 3−4i.

x+2iy=3−4i

Subtract 2iy from both sides.

x=3−4i−2iy.

Solution For Y.

x+2yi=i−(−3+5i)

Multiply 2 and i to get 2i.

x+2iy=i−(−3+5i)

Subtract −3+5i from i to get 3−4i.

x+2iy=3−4i

Subtract x from both sides.

2iy=3−4i−x

Divide both sides by 2i.

2i

2iy

=  

2i

3−4i−x

Dividing by 2i undoes the multiplication by 2i.

y=  

2i

3−4i−x

Divide 3−4i−x by 2i.

y=  

2

ix

​ +(−2−  

2

3

​Step-by-step explanation:

PLease mark this answer brainliest.