Which inequality matches the graph? x, y graph. x range is negative 10 to 10, and y range is negative 10 to 10. dashed line on graph has positive slope and runs through negative 10, negative 9 and negative 1, negative 3 and 8, 3. above line is shaded. −2x + 3y > 7 2x − 3y < 7 −3x + 2y ≥ 7 3x − 2y ≤ 7

The Answer is A. −2x + 3y > 7

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The inequality that matches the graph is:

It is given that the line is a dashed line.

This means that the inequality is strict.

Also, the dashed line passes through (-10,-9) and (-1,-3) and (8,3)

Using two point formula we may find the equation of the line.

i.e. any line passing through two points (a,b) and (c,d) is calculated by using the equation:

Here (a,b)=(-10,-9) and (c,d)=(-1,-3)

The equation of line is:

Also, the shaded region is above the line.

            Hence, the inequality is:

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step-by-step explanation: