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Solving Linear
Inequalities
Review
Let’s Review
A linear inequality is similar to a linear
equation, but the equation sign is replaced
with an inequality symbol.
y = 3x + 12
y < 3x + 12
Let’s Review
A solution of a linear inequality is any order
pair that makes the inequality true.
Let’s Review
A inequality described a region of a coordinate plane called
a half-plane. All points in the region are solutions of the
linear inequality. The boundary line of the region is the
graph of the related equation.
Let’s Review
Step 1: Solve the inequality for y.
Step 2: Graph the boundary line. Use a solid line for < or >
symbols. Use the dotted/ dashed line for > or < symbols.
Step 3: Shade the half-plane above the line for y > or >.
Shade the half-plane below the line for y< or <.
Check your answer!
Graphing a Linear
Inequalities

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Solving linear inequalities

  • 2. Let’s Review A linear inequality is similar to a linear equation, but the equation sign is replaced with an inequality symbol. y = 3x + 12 y < 3x + 12
  • 3. Let’s Review A solution of a linear inequality is any order pair that makes the inequality true.
  • 4. Let’s Review A inequality described a region of a coordinate plane called a half-plane. All points in the region are solutions of the linear inequality. The boundary line of the region is the graph of the related equation.
  • 5. Let’s Review Step 1: Solve the inequality for y. Step 2: Graph the boundary line. Use a solid line for < or > symbols. Use the dotted/ dashed line for > or < symbols. Step 3: Shade the half-plane above the line for y > or >. Shade the half-plane below the line for y< or <. Check your answer! Graphing a Linear Inequalities