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Algebra - Ch. 31: Linear Inequality in 2 Variables (5 of 14) Steps to Solve Multiple Linear Ineq
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We will learn the steps to solve a multiple linear inequality problem:
1) put into y-slope intercept form (BOTH INEQUALITIES)
2) find the boundary line and graph (BOTH INEQUALITIES)
3) determine if it is a solid or dash line (LABLE BOTH INEQUALITIES)
4) determine which region satisfy the inequality (FOR BOTH INEQUALITIES)
5) note: it is easier to shade the regions that don't satisfy the inequality (especially BOTH INEQUALITIES)
Next video in this series can be seen at:
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Algebra - Ch. 31: Linear Inequality in 2 Variables (7 of 14) Example 2
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Algebra - Ch. 31: Linear Inequality in 2 Variables (4 of 14) Steps to Solve Linear Inequality
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Algebra - Ch. 31: Linear Inequality in 2 Variables (3 of 14) How to Determine Which Region?
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Algebra - Ch. 31: Linear Inequality in 2 Variables (1 of 14) What is a Linear Inequality in 2 Variab
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Algebra - Ch. 31: Linear Inequality in 2 Variables (2 of 14) Differences
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Algebra - Ch. 31: Linear Inequality in 2 Variables (6 of 14) Example 1
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Algebra - Ch. 31: Linear Inequality in 2 Variables (11 of 14) Word Problems: Example 1
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Algebra - Ch. 31: Linear Inequality in 2 Variables (8 of 14) Example 3
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Algebra - Ch. 31: Linear Inequality in 2 Variables (5 of 14) Steps to Solve Multiple Linear Ineq
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Algebra - Ch. 34: Solving Systems of Linear Equations (1 of 31) What is a System of Linear Equations
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Algebra - Ch. 34: Solving System of Linear Equations (16 of 31) x=?, y=? Elimination Method: Ex. 1
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Algebra - Ch. 31: Linear Inequality in 2 Variables (9 of 14) Multiple Inequalities: Example 1
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Algebra - Ch. 31: Linear Inequality in 2 Variables (10 of 14) Multiple Inequalities: Example 2
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Algebra - Ch. 31: Linear Inequality in 2 Variables (13 of 14) Word Problems: Example 3
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Algebra - Ch. 31: Linear Inequality in 2 Variables (14 of 14) Word Problems: Example 4
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Algebra - Ch. 31: Linear Inequality in 2 Variables (12 of 14) Word Problems: Example 2
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Algebra - Ch. 34: Solving System of Linear Equations (17 of 31) x=?, y=? Elimination Method: Ex. 2
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Algebra - Ch. 34: Solving System of Linear Equations (20 of 31) x=?, y=? ANY Method: Ex. 5
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Algebra - Ch. 34: Solving System of Linear Equations (5 of 31) Graphical Method: Method 1
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Algebra - Ch. 34: Solving System of Linear Equations (23 of 31) Special Case 1: Parallel Lines
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Algebra - Ch. 34: Solving System of Linear Equations (30 of 31) Application Ex. 3: Rental Trucks
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