Respuesta :
(X+Yi)+(4+9i)=9-4i
The first step is removing the parenthesis:
X + Yi +4 + 9i = 9-4i
No lets separate the like terms on both sides:
x +4 = 9
Yi +9i = -4i
We can now solve for X:
x +4 = 9
Subtract 4 from each side:
x = 9-4
x = 5
Yi+9i = -4i
Subtract 9i from each side:
Yi = -4i-9i
Yi = -13i
Y = -13
X = 5, Y = -13.
The first step is removing the parenthesis:
X + Yi +4 + 9i = 9-4i
No lets separate the like terms on both sides:
x +4 = 9
Yi +9i = -4i
We can now solve for X:
x +4 = 9
Subtract 4 from each side:
x = 9-4
x = 5
Yi+9i = -4i
Subtract 9i from each side:
Yi = -4i-9i
Yi = -13i
Y = -13
X = 5, Y = -13.
Answer:
Step-by-step explanation:
(X+Yi)+(4+9i)=9-4i
subtract 4+9i from both sides
X + Yi = 9- 4i -(4+9i)
combine the like terms in the right side of the equation
X + Yi = 9-4 - 4i-9i
X + Yi = 5 -13 i
Now we can compare the real part and imaginary part on both sides we get
X = 5
Y = -13