One Step Inequalities
What it the solution to inequality x + 5 < 12?
x < 7
Solve 2(x - 3) ≤ 10
x ≤ 8
Draw the graph for the solution to x - 1 < 3
Open circle on 4 with an arrow pointing left
Sketch the graph of y < 2x + 1
Dashed line starting at (0,1) and using a slope of 2 with the right side colored in
Solve -3y = 21
y = -7
What is the solution set to 3x > 9?
x > 3
What is the solution for 5 - 2(x + 1) < 3?
x > 0
What would the graph for the solution to 2x + 4 ≥ 10 look like?
Closed circle on 3 and arrow going right
Graph y ≥ -3
Horizontal solid line going through y = -3 with the top colored in
Solve for y: 6x - 3y = 27
y = 2x - 9
If -2x < 8, what is x?
x > -4
x ≥ 6/5
Graph -x ≤ -2
Closed circle on 2 and arrow going right
Graph x + y < 5
Dashed line starting at (0,5) and using a slope of -1 with the left side colored in
Solve for y: y - 8 = 3(x + 13)
y = 3x + 47
What is the solution to 7 - x ≤ 3?
x ≥ 4
Solve -3(x + 2)>6
x < -4
What would the graph of 3x - 2 < 1 look like?
Open circle on 1 with arrow going left
Graph 2x - y ≤ 4
Solid line starting at (0,-4) and using a slope of 2 with the left side colored in
Solve for x: 3x - 14 = 10x + 56
x = -10
Solve -4x ≥ 12
x ≤ -3
What is the solution to 4 + 2|3x - 1| ≤ 8?
-1/3 ≤ x ≤ 1
Graph the solution to 4 - 2(3x - 1) ≤ 8 on a number line.
Closed circle on -1/3 and arrow going right
y ≤ 1/2x + 3
Solid line starting at (0,3) and using a slope of 1/2 with the right side colored in
Solve for b: 2(3b - 14) = 1/2(12b - 56)
Infinite solutions