Question

Directions: Given the graph of $2x - 6y \ge 12$ below, determine whether each point is a solution or not to the given inequality. Using the table below, write the coordinates $(x, y)$ of the point if it's a solution while write NOT if the point is not a solution.

          Directions: Given the graph of $2x - 6y \ge 12$ below, determine whether each point is
a solution or not to the given inequality. Using the table below, write the coordinates
$(x, y)$ of the point if it's a solution while write NOT if the point is not a solution.

Directions: Given the graph of 2x - 6y ≥ 12 below, determine whether each point is
a solution or not to the given inequality. Using the table below, write the coordinates
(x, y) of the point if it's a solution while write NOT if the point is not a solution.

Added by Jason R.

Geometry A Common Core Curriculum

Ron Larson, Laurie Boswell 1st Edition

Instant Answer

Solved by Expert Tim Thornhill

Step 1

Now, let's check each point to see if it satisfies the inequality: Show more…

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Directions: Given the graph of 2x - 6y^2 = 12 below, determine whether each point is a solution or not to the given inequality. Using the table below, write the coordinates (x,y) of the point if it's a solution, while write NOT if the point is not a solution. POINTS Solution NOT Y^4 P T 51 N Ke