Solving Two-Step Equations
Algebra · Algebra 1 · Big Ideas Math · Ron Larson · Chapter 1
Step-by-step video solution
Watch video solutionThis DoAssignment.ca lesson explains the problem with a narrated, step-by-step solution for students studying Algebra from Algebra 1 · Big Ideas Math · Ron Larson.
Problem and lesson overview
Question:
Solve the equation: 3x minus 8 equals 16. Identify the two operations applied to x and undo them in reverse order. Verify your answer.
Solving Two-Step Equations
This lesson teaches students how to solve a two-step linear equation by identifying the operations applied to the variable and undoing them in reverse order. Students practice isolating the variable through addition and division, then verify their solution by substitution.
In this lesson, you will learn to:
• Identify the two operations applied to a variable in a linear equation
• Apply inverse operations in reverse order to isolate the variable
• Solve a two-step linear equation algebraically
• Verify a solution by substituting it back into the original equation
Course: Algebra1 · Big Ideas Math · Ron Larson · Chapter 1- Solving Linear Equations
Level: Grade 9
Pause before each step, try the next part yourself, a
Solve the equation: 3x minus 8 equals 16. Identify the two operations applied to x and undo them in reverse order. Verify your answer.
Solving Two-Step Equations
This lesson teaches students how to solve a two-step linear equation by identifying the operations applied to the variable and undoing them in reverse order. Students practice isolating the variable through addition and division, then verify their solution by substitution.
In this lesson, you will learn to:
• Identify the two operations applied to a variable in a linear equation
• Apply inverse operations in reverse order to isolate the variable
• Solve a two-step linear equation algebraically
• Verify a solution by substituting it back into the original equation
Course: Algebra1 · Big Ideas Math · Ron Larson · Chapter 1- Solving Linear Equations
Level: Grade 9
Pause before each step, try the next part yourself, a
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