A17 6 ineqsystems
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This document discusses systems of linear inequalities in algebra. It explains that a system of inequalities involves solving multiple inequalities simultaneously and graphing the boundary lines defined by each inequality, shading the regions that satisfy each individual inequality. The solution to a system of inequalities is the common region shaded by all the inequalities taken together.
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A17 6 ineqsystems
- 1. Systems of Linear Inequalities Algebra 1
- 2. Bellringer What is the difference between a linear equation and an inequality ? What does the solution of an inequality look like? What do you think a system of inequalities is?
- 3. Inequality Systems Solve both inequalities for y .
- 4. Inequality Systems Solve both inequalities for y . Identify the slope and y -intercept for each inequality.
- 5. Inequality Systems Solve both inequalities for y . Identify the slope and y -intercept for each inequality. Graph the first boundary line.
- 6. Inequality Systems Solve both inequalities for y . Identify the slope and y -intercept for each inequality. Graph the first boundary line. Shade the region described by the inequality.
- 7. Inequality Systems Solve both inequalities for y . Identify the slope and y -intercept for each inequality. Graph the first boundary line. Shade the region described by the inequality. Graph and shade the second inequality.
- 8. Inequality Systems The solution is the area shaded by both inequalities .