The real values of \[x\]and\[y\]for which the equation is \[(x+iy)\] \[(2-3i)\]= \[4+i\] is satisfied, are [Roorkee 1978]

\[x=\frac{5}{13},y=\frac{8}{13}\]

\[x=\frac{8}{13},y=\frac{5}{13}\]

\[x=\frac{5}{13},y=\frac{14}{13}\]

The real values of \[x\]and\[y\]for which the equation is \[(x+iy)\] \

1.	The real values of \[x\]and\[y\]for which the equation is \[(x+iy)\] \[(2-3i)\]= \[4+i\] is satisfied, are [Roorkee 1978]
A.	\[x=\frac{5}{13},y=\frac{8}{13}\]
B.	\[x=\frac{8}{13},y=\frac{5}{13}\]
C.	\[x=\frac{5}{13},y=\frac{14}{13}\]
D.	None of these
Answer» D. None of these

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The real values of \[x\]and\[y\]for which the equation is \[(x+iy)\] \[(2-3i)\]= \[4+i\] is satisfied, are [Roorkee 1978]

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