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What's on the worksheet
- Add or subtract equations to remove a letter, then find the value of the other letter.3x + y = 14, 2x - y = 6-4x + 3y = 5, 4x + 2y = 205x + 2y = 9, 5x - 4y = 272x + 7y = 1, 6x + 7y = 19-3x - 8y = 4, 3x + 2y = 8
- Set up and solve a system for two angles that form a linear pair.
- Find Sofia's mistake when she subtracts two equations.
- Respond to Ryan's claim that every pair with x equal to 2 solves the system.
- Find where two lines cross using elimination.
- Solve a system by eliminating x first, saying what each equation is multiplied by.
- Solve a system whose equations are fractions of sums and differences.
- Use elimination to decide if each system has one, none or infinitely many solutions.
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The free lesson teaches it with worked examples and practice problems.
Solving systems by elimination: the lesson ›More Chapter 2 worksheets: Linear equations, inequalities and systems
- 2.1Multi-step equations
- 2.2Equations with variables on both sides
- 2.3Literal equations: solving for one variable
- 2.4Multi-step inequalities
- 2.5Union, intersection and complement
- 2.6Compound inequalities: and, or
- 2.7Interval and set-builder notation
- 2.8Graphing a linear inequality in two variables
- 2.9The overlap of two shaded regions
- 2.10Writing and interpreting constraints
- 2.11Solving systems by substitution
- 2.12Solving systems by elimination