Graph x + 3y ≤ 6, indicating the solution set with cross hatching or shading. Explain how you determined where to draw the line and shade the area that represents the solution set.

Respuesta :

To graph this, first graph it like a linear equation. If the inequality sign is less then or equal to or more than or equal to ([tex] \leq or \geq [/tex]), then the line is solid. If the inequality sign is less than or more than (< or >), then the line is dotted. If the sign is either < or [tex] \leq [/tex] (less than or less than or equal to), the underside of the line is shaded. If the sign is either > or [tex] \geq [/tex] (more than or more than or equal to), then the upper side of the line is shaded and the shaded regions are the solutions to the inequality.
Ver imagen equestriangirl131
good job