## Partner Practice.pdf - Section 3: Partner Practice

# Adding and Subtracting Decimals

Lesson 15 of 19

## Objective: SWBAT add and subtract decimal numbers using the standard algorithm.

## Big Idea: Since decimals are an extension of the base-ten number system, the same algorithms for calculating with whole numbers apply to decimals.

*60 minutes*

#### Think About It

*7 min*

To start the lesson, I ask students to share where they've seen decimals in the real world. Students might say shopping at the store, measuring precisely, distances on road signs, etc.

Students then complete the Think About It problem with their partners. Students previously worked with decimals in 5th grade (5.NBT.B.7), so they are able to quickly make sense of and complete this problem.

#### Resources

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#### Intro to New Material

*15 min*

To begin the Intro to new Material section, I guide students to complete the notes at the bottom of the Think About It problem page: To add and subtract decimals, we line up the numbers by **place value**, just like we do with whole numbers.

We then work through the examples together. In addition to practicing adding and subtracting decimal numbers, this lesson gives students an opportunity to strengthen their skills with annotation and representing problems using bar models (these exemplars for the exit ticket illustrate all of components of completed problems).

The steps that students follow to solve problems:

1) Read and annotate the problem.

2) If necessary, represent the problem using a bar model.

3) Decide the operation and write out the number sentence.

4) Estimate the sum or difference by rewriting the numbers to the side, rounding, and then adding or subtracting.

5) Line up both numbers by place value.

6) If necessary, annex 0’s.

7) Add or subtract. Write answer using units.

8) Check by comparing to the estimate.

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#### Partner Practice

*15 min*

Students work in pairs on the Partner Practice problem set. As they work, I circulate around the room and check in with each group. I am looking for:

- Are students explaining their thinking to their partner?
- Are students annotating the problems?
- Are students estimating first?
- Are students representing the problems with bar models?
- Are students lining up numbers correctly by place value?
- Are students answering the problems in complete sentences?

I am asking:

- Explain you determined this answer.
- Explain your bar model.
- How did you know how to line up the numbers to subtract?
- How did you check your answer with estimation?

After 10 minutes of partner practice time, I ask a student to present his/her work to the class on the problem of his/her choice.

Students then complete the check for understanding problem independently.

#### Resources

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#### Independent Practice

*15 min*

Students work on the Independent Practice problem set. While they're working, the Steps for Finding Sums and Differences of Decimals are displayed on the document camera, for students' reference.

As students work, I am circulating around the room and making sure that students have not only found the correct sums or differences, but also have annotated the problems, created accurate bar models, and have answered the questions with full sentences.

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#### Closing and Exit Ticket

*8 min*

After independent work time, I have students turn to their partners and share their answers to Problem 5 with one another. They adjust their responses based on their conversation.

Students then complete the Exit Ticket independently to close the lesson. This exemplar illustrates what student work can look like.

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##### Similar Lessons

Environment: Urban

###### Multiplying Fractions

*Favorites(14)*

*Resources(12)*

Environment: Urban

Environment: Urban

- UNIT 1: Number Sense
- UNIT 2: Division with Fractions
- UNIT 3: Integers and Rational Numbers
- UNIT 4: Coordinate Plane
- UNIT 5: Rates and Ratios
- UNIT 6: Unit Rate Applications and Percents
- UNIT 7: Expressions
- UNIT 8: Equations
- UNIT 9: Inequalities
- UNIT 10: Area of Two Dimensional Figures
- UNIT 11: Analyzing Data

- LESSON 1: Performance Task Lesson - GCF
- LESSON 2: Finding Factors
- LESSON 3: Finding Greatest Common Factors (GCF) Using T-Charts
- LESSON 4: Finding Greatest Common Factors (GCF) Using Prime Factorization
- LESSON 5: Performance Task Lesson - LCM
- LESSON 6: Multiples and Least Common Multiples (LCM)
- LESSON 7: Factors and Multiples in the Real World
- LESSON 8: Distributive Property
- LESSON 9: Division Bar Models
- LESSON 10: Estimating Quotients Using Compatible Numbers
- LESSON 11: Division: One-digit Divisors
- LESSON 12: Division: Two-Digit Divisors, Part 1
- LESSON 13: Division: Two-Digit Divisors, Part 2
- LESSON 14: Solve and Interpret Division Problems
- LESSON 15: Adding and Subtracting Decimals
- LESSON 16: Multiplying Decimals
- LESSON 17: Decimal Quotients
- LESSON 18: Dividing by Decimals
- LESSON 19: Performance Task Lesson - Decimal Operations