Linear Inequalities

Question : 10 of 54

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Graphs of the inequations are drawn below :

The common region indicated on the graph is expressed by the set of five inequalities given

$L_{1}: x_{1} ≥ 0$
$L_{2}: x_{2} ≥ 0$
$L_{3}: x_{1}+x_{2} ≤ 1$
$L_{4}: x_{1}-x_{2} ≥ 1$
$L_{5}:-x_{1}+2 x_{2} ≤ 0$
$L_{1}: x_{1} ≤ 0$
$L_{2}: x_{2} ≥ 0$
$L_{3}: x_{1}+x_{2} ≥ 1$
$L_{4}: x_{1}-x_{2} ≥ 1$
$L_{5}:-x_{1}+2 x_{2} ≤ 0$
$L_{1}: x_{1} ≥ 0$
$L_{2}: x_{2} ≥ 0$
$L_{3}: x_{1}+x_{2} ≥ 1$
$L_{4}: x_{1}-x_{2} ≤ 1$
$L_{s}:-x_{1}+2 x_{2} ≤ 0$
None of these

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