(1+i)X+ (1-i)y = 1-3i find the value of X and y
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Answer:x = 2 & y = -1
Step-by-step explanation:
opening the brackets, we get
x - ix + y + iy = 1-i3
(x+y) + i (-x+y) = 1 + i(-3)
by comparing real parts and imaginary parts, we get
x + y = 1 ..............(m) &
-x + y = -3 ⇒ x - y = 3 ..............(n)
solving simultaneous equations (m)&(n) we have
x = 2 & y = -1
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