SOLUTION: How do you solve by graphing y<2x+4. and. -3x-2y>=6
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Question 829792: How do you solve by graphing y<2x+4. and. -3x-2y>=6
Answer by josgarithmetic(39618) (Show Source): You can put this solution on YOUR website!
Put each inequality into slope-intercept form. Graph the line of each, but because both statements are INEQUALITIES, the strict inequality needs a dotted line, and the inclusive inequality needs a solid line.
Shade each half-plane for the two inequalities; the intersection of these shadings will be the solutions for the system of inequalities.
This statement already is set for graphing:
The other statement is worth transforming:
----- Easier to graph it this way.
Shade the region below the line of using strokes in one direction.
Shade the region below the line of using strokes in a different direction than for the other line. This will make the intersection of shadings very easy to see.
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