Chapter 2 Lesson 1 Solving ONE STEP EQUATIONS ONE STEP EQUATIONS What you do to one side of the equation must also be done to the other side to keep.

Slides:



Advertisements
Similar presentations
ONE STEP EQUATIONS.
Advertisements

Solving One-Step Equations. Created by S. Koch x – 6y + 18 = 0 What are your coefficients? What is your constant? 3,
Multiplication and Division Equations SWBAT solve multiplication equations using the division property of equality; solve division equations using the.
Ch 4 Sec 7: Slide #1 Columbus State Community College Chapter 4 Section 7 Problem Solving: Equations Containing Fractions.
Fill in the blank correctly 1.Dr. __________ wrote the Cat in the Hat. 2.___________ is the third planet from the sun. 3. There are _________ hours in.
© 2007 by S - Squared, Inc. All Rights Reserved.
ONE STEP EQUATIONS AF 1.1 Objective: Students will solve one-step linear equations in one variable by performing inverse operations, identifying necessary.
Solving Equations Using Multiplication and Division Algebra 1 Section 3.2a.
Warm Up  – Evaluate.  (0.29)
Ch 2.4 (part 1) Two Step Objective: To solve two-step variable equations using both the Inverse Property of Addition & the Inverse Property of Multiplication.
Lesson 1.1 Objective: To solve equations using addition, subtraction, multiplication, and division Are operations that undo each other such as addition.
Big Ideas 3.4 Solving Equations Using Multiplication and Division
One step equations using multiplication and division.
Solving Linear Equations with a variable on only one side of the equation.
Do Now Complete in your lecture notebook quietly. 1) 4x + 18 is an example of what vocabulary word? 2)Which operation should be performed first in the.
ONE STEP EQUATIONS Addition and Subtraction Equations Multiplication and Division Equations.
One step equations Add Subtract Multiply Divide  When we solve an equation, our goal is to isolate our variable by using our inverse operations.  What.
Lesson 1-8 Solving Addition and Subtraction Equations.
One-Step Equations I can show that solving an equation leads to finding the value that makes the equation true.
Solving Equations Containing Fractions. Vocabulary The reciprocal of a fraction: changes the places of the numerator and denominator. (Flip the fraction.
Solving Two-Step Equations What IS A TWO STEP EQUATIONS? What you do to one side of the equation must also be done to the other side to keep it balanced.
Solving 1-Step Equations 2 An Equation is Like a Balance.
Solve one step equations. You can add the same amount to both sides of an equation and the statement will remain true = = 9 x = y +
Lesson 8.1. » A statement where two mathematical expressions are. » Think of an equation as a balance scale or teeter-totter. The left side must always.
ONE STEP EQUATIONS Students will use inverse operations to solve one-step equations. x + 4 = 12 m – 18 = - 3 3p = x = -72 m + 18 = 3.
Solving Two-Step and Multi-Step Equations Warm Up Lesson Presentation
Two-Step Equations Review 1-Step 2-Step Equations Practice Problems.
Write, Interpret and Use Mathematical Expression and Equations.
3. 3 Solving Equations Using Addition or Subtraction 3
2-2 Solving One-Step Equations
Students will use inverse operations to solve one-step equations.
Students will use inverse operations to solve one-step equations.
Students will use inverse operations to solve one-step equations.
Properties of Equality and Solving One-Step Equations
Notes Over 4.2 The Multiplication Property of Equality
Objective: To solve two-step variable equations
Solving Two-Step Equations
ONE STEP EQUATIONS.
ONE STEP EQUATIONS.
Bell Ringer.
Bell Ringer.
Warm up 11/1/ X ÷ 40.
Solving 1-Step Integer Equations
Ch 2.3 One Step (Multiplication & Division)
Solving One-Step Equations
Objective Solve equations in one variable that contain more than one operation.
Solving Equations by 2-1 Adding or Subtracting Warm Up
Equations a balancing act.
Students will use inverse operations to solve one-step equations.
Students will use inverse operations to solve one-step equations.
Lesson 3.1 How do you solve one-step equations using subtraction, addition, division, and multiplication? Solve one-step equations by using inverse operations.
Solving Two-Step Equations Lesson 2-2 Learning goal.
Solving Two- Step Equations
2-2 Solving One-Step Equations
Objective Solve equations in one variable that contain more than one operation.
Equations a balancing act.
Solving Two- Step Equations
Subtract the same value on each side
Students will use inverse operations to solve one-step equations.
Bell Ringer.
Ch. 1.3 Solving Linear Equations
Lesson 1.1 Objective: To solve equations using addition, subtraction, multiplication, and division Vocab: Inverse operations: Are operations that undo.
Equations a balancing act.
ONE STEP EQUATIONS WHAT?!?!.
ONE STEP EQUATIONS.
Solving Equations by 2-1 Adding or Subtracting Warm Up
Students will use inverse operations to solve one-step equations.
FRONT OF FLIPBOOK! Solving Equations Equations
ONE STEP EQUATIONS.
Multi-Step equations with fractions and decimals
Presentation transcript:

Chapter 2 Lesson 1 Solving ONE STEP EQUATIONS

ONE STEP EQUATIONS What you do to one side of the equation must also be done to the other side to keep it balanced. An equation is like a balance scale because it shows that two quantities are equal.

ONE STEP EQUATIONS What is the variable? To solve one step equations, you need to ask three questions about the equation: What operation is performed on the variable? What is the inverse operation? (The one that will undo what is being done to the variable)

ONE STEP EQUATIONS Example 1 Solve x + 4 = 12 What is the variable? Using the subtraction property of equality, subtract 4 from both sides of the equation. - 4 x x + 4 = 12 The variable is x. Addition. Subtraction. What is the inverse operation (the one that will undo what is being done to the variable)? What operation is being performed on the variable? - 4 8= The subtraction property of equality tells us to subtract the same thing on both sides to keep the equation equal.

ONE STEP EQUATIONS Example 2 Solve y - 7 = -13 What is the variable? Using the addition property of equality, add 7 to both sides of the equation. y - 7 = y The variable is y. Subtraction. Addition. What operation is being performed on the variable? What is the inverse operation (the one that will undo what is being done to the variable)? + 7 =-6 The addition property of equality tells us to add the same thing on both sides to keep the equation equal.

ONE STEP EQUATIONS Example 3 Solve –6a = 12 What is the variable? Using the division property of equality, divide both sides of the equation by –6. –6a = a The variable is a. What operation is being performed on the variable?Multiplication. What is the inverse operation (the one that will undo what is being done to the variable)? Division -6 =-2 The division property of equality tells us to divide the same thing on both sides to keep the equation equal.

ONE STEP EQUATIONS Example 4 Solve What is the variable? Using the multiplication property of equality, multiply both sides of the equation by 2. = -10 b The variable is b. What operation is being performed on the variable?Division. What is the inverse operation (the one that will undo what is being done to the variable)? Multiplication = =-20 =-10 The multiplication property of equality tells us to multiply the same thing on both sides to keep the equation equal.

ONE STEP EQUATIONS Example 5 Solve What is the variable? Using the multiplication property of equality, multiply both sides of the equation by the reciprocal. The reciprocal is when you flip the fraction. = 5 The variable is b. What operation is being performed on the variable? Multiplication What is the inverse operation (the one that will undo what is being done to the variable)? Multiplication in this case. =5 The multiplication property of equality tells us to multiply the same thing on both sides to keep the equation equal.

ONE STEP EQUATIONS Example 5 Solve What is the variable? Using the multiplication property of equality, multiply both sides of the equation by the reciprocal. The reciprocal is when you flip the fraction. = 5 The variable is b. What operation is being performed on the variable? Multiplication What is the inverse operation (the one that will undo what is being done to the variable)? Multiplication in this case. =5 The multiplication property of equality tells us to multiply the same thing on both sides to keep the equation equal.