Find the real values of x and y, if

(1 + i) (x + i y) = 2 – 5i

Given:


(1+i)(x+iy)=2-5i


Dividing with 1+i on both sides we get



Multiplying and dividing with 1-i




We know that i2=-1





Equating Real and Imaginary parts on both sides we get



The real values of x and y are .


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