1) y ≤ x - 2
2) y > -3x +5
3) 2x + 3y ≤ -6
In a hole graphing paper graph the following linear Inquality in two variables graph them in one Cartesian plane use different colors in each inequality

Answer:1) Graph of Equation: Start by graphing the line . This line has a slope of 1 and a y-intercept at .Shading: Since the inequality is , shade below the line (including the line itself, as the inequality includes "equal to").2) Graph of Equation: First, graph the line . The slope is -3, and the y-intercept is .Shading: Since the inequality is , shade above the line (but use a dashed line because the inequality does not include "equal to").3) Graph of Equation: Rewrite this in slope-intercept form:3y \leq -2x - 6 \implies y \leq -\frac{2}{3}x - 2Shading: Since the inequality is , shade below the line (including the line itself).---Color Coding:Use different colors for each inequality:Use one color (e.g., red) for the region representing .Use a second color (e.g., blue) for the region representing .Use a third color (e.g., green) for the region representing .The solution to all inequalities will be the area where all shaded regions overlap. The overlap (if any) should be clearly marked on your graph.

Answered by shen060310 | 2024-10-16