The set of points (x, y) satisfying the inequalities x + y \leq 1, - x - y \leq 1 lie in the region bounded by the two straight lines passing through the respective pair of points

Correct Answer is : {(1,0),(0,1)} and {(-1,0), (0,-1)}

{(1,0),(0,1)} and {(-1,0), (0,-1)}

{(1,0),(1,1)} and {(-1,0),(0,-1)}

{(-1,0), (0,-1)} and {(1,0),(-1,1)}

{(1,0),(0,-1)} and {(-1,0),(0,1)}

{(1,0), (1,1)} and {(-1,0), (-1,-1)}

KEAM 2013 Math Paper

Question : 37 of 120

Marks: +1, -0

The set of points (x,y) satisfying the inequalities x+y≤1,−x−y≤1 lie in the region bounded by the two straight lines passing through the respective pair of points

{(1,0),(0,1)} and {(-1,0), (0,-1)}
{(1,0),(1,1)} and {(-1,0),(0,-1)}
{(-1,0), (0,-1)} and {(1,0),(-1,1)}
{(1,0),(0,-1)} and {(-1,0),(0,1)}
{(1,0), (1,1)} and {(-1,0), (-1,-1)}

Validate

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