How do you graph the inequality $y \geq - 2$ $y>=-2$ , $x \geq 6$ $x>=6$ ?

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How do you graph the inequality $y \geq - 2$ $y>=-2$ , $x \geq 6$ $x>=6$ ?

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Answer 1 · 2016-08-09T14:20:00

Shift the origin to (6, -2) without changing the directions of the axes. The new Q1 including the new positive axes is the map of $x \geq 6 and y \geq - 2$ $x>=6 and y>=-2$ .

Explanation:

Any (x, y) in Q! of the frame of like-parallel axes, with the origin at #

(6, -2) including the new positive x and y axes, will satisfy the given

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How do you graph the inequality $y \geq - 2$ $y>=-2$ , $x \geq 6$ $x>=6$ ?

1 Answer

Explanation:

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How do you graph the inequality y>=-2y≥−2y>=-2, x>=6x≥6x>=6?

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Explanation:

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How do you graph the inequality $y \geq - 2$ $y>=-2$ , $x \geq 6$ $x>=6$ ?