which system of linear inequalities is represented by the graph?\no $y\\geq x - 2$ and $y\\leq x + 1$\no…

which system of linear inequalities is represented by the graph?\no $y\\geq x - 2$ and $y\\leq x + 1$\no $y<x - 2$ and $y>x + 1$\no $y\\leq x - 2$ and $y\\geq x + 1$\no $y>x - 2$ and $y<x + 1$

which system of linear inequalities is represented by the graph?\no $y\\geq x - 2$ and $y\\leq x + 1$\no $y<x - 2$ and $y>x + 1$\no $y\\leq x - 2$ and $y\\geq x + 1$\no $y>x - 2$ and $y<x + 1$

Answer

Explanation:

Step1: Identify the first line

The first line has a slope of 1 and y - intercept of - 2. The shaded region above this line (including the line itself) means the inequality is $y\geq x - 2$.

Step2: Identify the second line

The second line has a slope of 1 and y - intercept of 1. The shaded region below this line (including the line itself) means the inequality is $y\leq x + 1$.

Answer:

$y\geq x - 2$ and $y\leq x + 1$ (First option)