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Mathematics
The region represented by |x-y| le 2 and |x+y| le 2 is bounded by a :
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Q. The region represented by $|x-y| \le 2$ and $|x+y| \le 2$ is bounded by a :
JEE Main
JEE Main 2019
Application of Integrals
A
square of side length $2 \sqrt{2}$ units
64%
B
rhombus of side length $2$ units
14%
C
square of area $16$ sq, units
14%
D
rhombus of area $8 \sqrt{2}$ sq. units
7%
Solution:
|x-y| $\le$ 2 and |x + y| $\le$ 2
Square whose side is $ 2 \sqrt{2}$