Solve the following graphically
) y<2x-3x-2
2) x² +x-12 ≤ y
Answer (1)
Answer:1Simplify the inequality in the first equation:y<−x−2y<−x−22To graph the inequality y<−x−2y<−x−2, first graph the line y=−x−2y=−x−2. This line has a y-intercept of -2 and a slope of -13Since the inequality is "less than," shade the region below the line4To graph the inequality x2+x−12≤yx 2 +x−12≤y, first graph the parabola y=x2+x−12y=x 2 +x−12. This parabola has a vertex at (-1/2, -49/4) and intersects the x-axis at x = -4 and x = 35Since the Step-by-step explanation:The solution is the region below the line y=−x−2y=−x−2 and above the parabola y=x2+x−12y=x 2 +x−12
