The point A (2, 1) is translated parallel to the line x-y=3 by a distance of 4 units, if the new position A' is in the third quadrant, then the coordinates of A' are

\[(2-2\sqrt{2,}\,1-2\sqrt{2})\]

\[(2+2\sqrt{2,}\,1+2\sqrt{2})\]

\[(-2+\sqrt{2,}\,-1-2\sqrt{2})\]

The point A (2, 1) is translated parallel to the line x-y=3 by a dista

1.	The point A (2, 1) is translated parallel to the line x-y=3 by a distance of 4 units, if the new position A' is in the third quadrant, then the coordinates of A' are
A.	\[(2+2\sqrt{2,}\,1+2\sqrt{2})\]
B.	\[(-2+\sqrt{2,}\,-1-2\sqrt{2})\]
C.	\[(2-2\sqrt{2,}\,1-2\sqrt{2})\]
D.	None of these
Answer» C. \[(2-2\sqrt{2,}\,1-2\sqrt{2})\]

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The point A (2, 1) is translated parallel to the line x-y=3 by a distance of 4 units, if the new position A' is in the third quadrant, then the coordinates of A' are

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