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Mathematics
If x, y are rational number such that x+y+(x-2 y) √2=2 x-y+(x-y-1) √6, then
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Q. If $x, y$ are rational number such that $x+y+(x-2 y) \sqrt{2}=2 x-y+(x-y-1) \sqrt{6}$, then
Complex Numbers and Quadratic Equations
A
$x$ and $y$ connot be determined
B
$x=2, y=1$
C
$x=5, y=1$
D
none of these
Solution:
Correct answer is (b) $x=2, y=1$