Solve the given inequalities graphically-x -geq- 3- y -geq- 2

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X-x2265-3-y-x2265-2-x21D2-x-x2208-3-x221E-y-x2208-2-x221E-Blue line is x-3 and yellow line is y-2Now we have to look over the region where x-x2265-3andy-x2265-2

Solve the given inequalities graphically:
$x \geq 3, y \geq 2$

$x \geq 3, y \geq 2$
$\Rightarrow x \in [3, \infty), y \in [2, \infty)$
Blue line is $x = 3$ and yellow line is $y = 2$
Now we have to look over the region where $x \geq 3 a n d y \geq 2$

Solve the given inequalities graphically:x≥3,y≥2

x≥3,y≥2⇒x∈[3,∞),y∈[2,∞)Blue line is x=3 and yellow line is y=2Now we have to look over the region where x≥3andy≥2

Solve the given inequalities graphically:
$x \geq 3, y \geq 2$

$x \geq 3, y \geq 2$
$\Rightarrow x \in [3, \infty), y \in [2, \infty)$
Blue line is $x = 3$ and yellow line is $y = 2$
Now we have to look over the region where $x \geq 3 a n d y \geq 2$