SlideShare a Scribd company logo
1
Do Now
OBJECTIVE: How do we solve equations with
variables on both sides?
Weekly Quiz #7
2
Solve the following equations and SHOW
YOUR CHECKS!
a.) -2(x - 5) = -16
b.) -4x - 6 - 2x + 12 = -6
Weekly Quiz #7
3
4
Anticipatory Set
Anticipatory Set: In a complete sentence, describe
how you would use inverse operations to eliminate
having variables on both sides.
49 + 3x = 4x + 14
How do we move terms from one side of the
equation to another?
5
ALGEBRA
The Search for Unknowns
Objective: Isolate the variable to find its value
RULES
3.) Use inverse operations
1.) Keep the equation balanced
2.) Simplify each side by combining like terms and
using the distributive property.
4x - 5 = 2x + 15
6
4x - 5 = 2x + 15
7
ALGEBRA
The Search for Unknowns
Objective: Isolate the variable to find its value
RULES
3.) Use inverse operations
1.) Keep the equation balanced
2.) Simplify each side by combining like terms and
using the distributive property.
9x = 6x + 21
8
ALGEBRA
The Search for Unknowns
Objective: Isolate the variable to find its value
RULES
3.) Use inverse operations
1.) Keep the equation balanced
2.) Simplify each side by combining like terms and
using the distributive property.
2k = 18 - 4k
9
ALGEBRA
The Search for Unknowns
Objective: Isolate the variable to find its value
RULES
3.) Use inverse operations
1.) Keep the equation balanced
2.) Simplify each side by combining like terms and
using the distributive property.
-5y - 14 = 2y
10
-5y - 14 = 2y
11
ALGEBRA
The Search for Unknowns
Objective: Isolate the variable to find its value
RULES
3.) Use inverse operations
1.) Keep the equation balanced
2.) Simplify each side by combining like terms and
using the distributive property.
3x = 5x + 18
12
ALGEBRA
The Search for Unknowns
Objective: Isolate the variable to find its value
RULES
3.) Use inverse operations
1.) Keep the equation balanced
2.) Simplify each side by combining like terms and
using the distributive property.
8w - 9 = 3w + 16
13
ALGEBRA
The Search for Unknowns
Objective: Isolate the variable to find its value
RULES
3.) Use inverse operations
1.) Keep the equation balanced
2.) Simplify each side by combining like terms and
using the distributive property.
-12x - 10 = -6x + 14
14
-12x - 10 = -6x + 14
15
ALGEBRA
The Search for Unknowns
Objective: Isolate the variable to find its value
RULES
3.) Use inverse operations
1.) Keep the equation balanced
2.) Simplify each side by combining like terms and
using the distributive property.
49 - 3x = 4x + 14
16
Before You Leave
Describe, in a complete sentence, how you would
decide which variable term to add or subtract on
both sides of the equation -3x + 7 = 4x - 9.
17
Homework: Pages 570-571 #4, 5, 8-12 all, 20, 35-39 all
Mr. Tjersland's Math 7

More Related Content

PDF
Day 11 variables on both sides day 2
PDF
Day 10 variables on both sides
PDF
D ay 8 combining like terms fractions
PDF
Day 13 multi step equations
PDF
Day 3 one step all
PDF
Day 12 multi step equations
PDF
Day 4 fraction two step
PDF
Day 9 combining like terms
Day 11 variables on both sides day 2
Day 10 variables on both sides
D ay 8 combining like terms fractions
Day 13 multi step equations
Day 3 one step all
Day 12 multi step equations
Day 4 fraction two step
Day 9 combining like terms

What's hot (14)

PDF
Day 12 variables on both sides fractions
PDF
Day 3 one step all
PDF
Day 5 fraction two step
PDF
Day 5 fraction two step
PDF
Day 4 fraction two step
PDF
D ay 1 add subt
PDF
Day 12 variables on both sides fractions
PDF
D ay 1 add subt
PDF
Day 8 distributive property equations
PPTX
Linear vs exponential growth (Simplified)
PPTX
Linear and exponential functions
DOC
Week3 dq1
PPTX
deep_coders(sourav,nitin)
PPTX
Distribusi11
Day 12 variables on both sides fractions
Day 3 one step all
Day 5 fraction two step
Day 5 fraction two step
Day 4 fraction two step
D ay 1 add subt
Day 12 variables on both sides fractions
D ay 1 add subt
Day 8 distributive property equations
Linear vs exponential growth (Simplified)
Linear and exponential functions
Week3 dq1
deep_coders(sourav,nitin)
Distribusi11
Ad

Viewers also liked (7)

PDF
Module 3 lesson 3
PDF
Module 2 lesson 11
PDF
Module 6 lesson 6 day 2 and lesson 7
PDF
Day 5 station review exam 6
PDF
Day 4 law of exponents div
PDF
Module 2 lesson 15
PDF
Module 4 lesson 13
Module 3 lesson 3
Module 2 lesson 11
Module 6 lesson 6 day 2 and lesson 7
Day 5 station review exam 6
Day 4 law of exponents div
Module 2 lesson 15
Module 4 lesson 13
Ad

Similar to Day 10 variables on both sides (19)

PDF
Day 8 distributive property equations
PDF
Day 9 distributive property equations day 2
PDF
Day 2 mult div
PDF
Day 2 mult div
PDF
Day 6 combining like terms equations day 2
PDF
Day 6 combining like terms equations day 2
PDF
Day 9 distributive property equations day 2
PDF
Day 5 combining like terms equations
PDF
Multi step day 2
PDF
Day 5 combining like terms equations
KEY
Unit 3 hw 4 - solving equations variable both sides
PDF
Day 18 fraction two step
PPS
1 rules for exponents
PDF
Advanced-Differentiation-Rules.pdf
PPT
Equations Revision
KEY
Unit 3 hw 2 - solving 1 step equations
PPTX
Solving one step equations
PPT
Linear Equation In one variable class 7
DOCX
Contextualized Lesson Plan in Math 7 Linear Equation in One Variable
Day 8 distributive property equations
Day 9 distributive property equations day 2
Day 2 mult div
Day 2 mult div
Day 6 combining like terms equations day 2
Day 6 combining like terms equations day 2
Day 9 distributive property equations day 2
Day 5 combining like terms equations
Multi step day 2
Day 5 combining like terms equations
Unit 3 hw 4 - solving equations variable both sides
Day 18 fraction two step
1 rules for exponents
Advanced-Differentiation-Rules.pdf
Equations Revision
Unit 3 hw 2 - solving 1 step equations
Solving one step equations
Linear Equation In one variable class 7
Contextualized Lesson Plan in Math 7 Linear Equation in One Variable

More from Erik Tjersland (20)

PDF
Linear equations lesson 8 day 2 graphing linear equations
PDF
Linear equations lesson 8 day 1 graphing linear equations
PDF
Linear equations lesson 7 slope formula
PDF
Module 4.5 lesson 10 scale area
PDF
Module 4.5 lesson 9 computing actual lengths
PDF
Linear equations lesson 6 slope
PDF
Module 4.5 lesson 7 scale factor as a percent
PDF
Module 4.5 lesson 6 scale map
PDF
Linear equations lesson 5 horizontal and vertical lines
PDF
Module 4.5 lesson 4 scale area problems
PDF
Module 4.5 lesson 3 computing actual lengths from scale drawings
PDF
Module 4.5 lesson 2 unit rate as the scale factor
PDF
Linear equations lesson 4 graphing linear equations
PDF
Module 4.5 lesson 1 scale drawings
PDF
Review for module 4 exam
PDF
Linear equations lesson 3 consecutive integers
PDF
14 mixed review with percents with answers
PDF
Module 4 lesson 13
PDF
Module 4 lesson 12 relative error
PDF
Linear equations lesson 2 geometric word problems
Linear equations lesson 8 day 2 graphing linear equations
Linear equations lesson 8 day 1 graphing linear equations
Linear equations lesson 7 slope formula
Module 4.5 lesson 10 scale area
Module 4.5 lesson 9 computing actual lengths
Linear equations lesson 6 slope
Module 4.5 lesson 7 scale factor as a percent
Module 4.5 lesson 6 scale map
Linear equations lesson 5 horizontal and vertical lines
Module 4.5 lesson 4 scale area problems
Module 4.5 lesson 3 computing actual lengths from scale drawings
Module 4.5 lesson 2 unit rate as the scale factor
Linear equations lesson 4 graphing linear equations
Module 4.5 lesson 1 scale drawings
Review for module 4 exam
Linear equations lesson 3 consecutive integers
14 mixed review with percents with answers
Module 4 lesson 13
Module 4 lesson 12 relative error
Linear equations lesson 2 geometric word problems

Day 10 variables on both sides

  • 1. 1 Do Now OBJECTIVE: How do we solve equations with variables on both sides? Weekly Quiz #7
  • 2. 2 Solve the following equations and SHOW YOUR CHECKS! a.) -2(x - 5) = -16 b.) -4x - 6 - 2x + 12 = -6 Weekly Quiz #7
  • 3. 3
  • 4. 4 Anticipatory Set Anticipatory Set: In a complete sentence, describe how you would use inverse operations to eliminate having variables on both sides. 49 + 3x = 4x + 14 How do we move terms from one side of the equation to another?
  • 5. 5 ALGEBRA The Search for Unknowns Objective: Isolate the variable to find its value RULES 3.) Use inverse operations 1.) Keep the equation balanced 2.) Simplify each side by combining like terms and using the distributive property. 4x - 5 = 2x + 15
  • 6. 6 4x - 5 = 2x + 15
  • 7. 7 ALGEBRA The Search for Unknowns Objective: Isolate the variable to find its value RULES 3.) Use inverse operations 1.) Keep the equation balanced 2.) Simplify each side by combining like terms and using the distributive property. 9x = 6x + 21
  • 8. 8 ALGEBRA The Search for Unknowns Objective: Isolate the variable to find its value RULES 3.) Use inverse operations 1.) Keep the equation balanced 2.) Simplify each side by combining like terms and using the distributive property. 2k = 18 - 4k
  • 9. 9 ALGEBRA The Search for Unknowns Objective: Isolate the variable to find its value RULES 3.) Use inverse operations 1.) Keep the equation balanced 2.) Simplify each side by combining like terms and using the distributive property. -5y - 14 = 2y
  • 10. 10 -5y - 14 = 2y
  • 11. 11 ALGEBRA The Search for Unknowns Objective: Isolate the variable to find its value RULES 3.) Use inverse operations 1.) Keep the equation balanced 2.) Simplify each side by combining like terms and using the distributive property. 3x = 5x + 18
  • 12. 12 ALGEBRA The Search for Unknowns Objective: Isolate the variable to find its value RULES 3.) Use inverse operations 1.) Keep the equation balanced 2.) Simplify each side by combining like terms and using the distributive property. 8w - 9 = 3w + 16
  • 13. 13 ALGEBRA The Search for Unknowns Objective: Isolate the variable to find its value RULES 3.) Use inverse operations 1.) Keep the equation balanced 2.) Simplify each side by combining like terms and using the distributive property. -12x - 10 = -6x + 14
  • 14. 14 -12x - 10 = -6x + 14
  • 15. 15 ALGEBRA The Search for Unknowns Objective: Isolate the variable to find its value RULES 3.) Use inverse operations 1.) Keep the equation balanced 2.) Simplify each side by combining like terms and using the distributive property. 49 - 3x = 4x + 14
  • 16. 16 Before You Leave Describe, in a complete sentence, how you would decide which variable term to add or subtract on both sides of the equation -3x + 7 = 4x - 9.
  • 17. 17 Homework: Pages 570-571 #4, 5, 8-12 all, 20, 35-39 all Mr. Tjersland's Math 7