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Module 2 Lesson 11 Fraction Multiplication and the Products of Decimals.notebook 
1 
December 12, 2014 
Add to back of study guide: 
· Know how to read a tape diagram to identify the division 
equation. 
· Know the following vocabulary words and be able to identify 
them in an equation: 
addend difference dividend 
divisor factor minuend 
product quotient subtrahend 
sum 
Dec 12­7: 
35 AM
Module 2 Lesson 11 Fraction Multiplication and the Products of Decimals.notebook 
2 
December 12, 2014 
Aug 26­5: 
55 PM 
Lesson 10 Homework Review
Module 2 Lesson 11 Fraction Multiplication and the Products of Decimals.notebook 
3 
December 12, 2014 
MODULE 2 Arithmetic Operations Including 
Division of Fractions 
Topic B: Multi‐Digit Decimal Operations—Adding, 
Subtracting, and Multiplying 
Lesson 11: Fraction Multiplication and the 
Products of Decimals 
Aug 26­5: 
45 PM 
Student Outcomes 
§ Students use estimation and place value to determine the placement of the decimal point in products and to determine that the size of the product is relative to each factor. 
§ Students discover and use connections between fraction multiplication and decimal multiplication. 
§ Students recognize that the sum of the number of decimal digits in the factors yields the decimal digits in the product.
Module 2 Lesson 11 Fraction Multiplication and the Products of Decimals.notebook 
4 
December 12, 2014 
Exploratory Challenge 
You will not only solve each problem, but your groups will also need to prove 
to the class that the decimal in the product is located in the correct place. As a 
group, you will be expected to present your informal proof to the class. 
1. Calculate the product. 
Proofs that the decimal is in the right place... 
(hint: try fractions or estimation) 
Nov 17­2: 
28 PM
Module 2 Lesson 11 Fraction Multiplication and the Products of Decimals.notebook 
5 
December 12, 2014 
2. Xavier earns $11.50 per hour working at the nearby grocery store. Last week, 
Xavier worked for 13.5 hours. How much money did Xavier earn last week? 
Remember to round to the nearest penny. 
Nov 17­2: 
29 PM
Module 2 Lesson 11 Fraction Multiplication and the Products of Decimals.notebook 
6 
December 12, 2014 
§ Do you see a connection between the number of decimal digits in the 
factors and the product? 
ú In the first problem, there are two decimal digits in the first factor 
and one decimal digit in the second factor, which is a total of three 
decimal digits. The product has three decimal digits. 
ú In the second problem, both factors have one decimal digit for a 
total of two decimal digits in the factors. The product also has two 
decimal digits. 
Nov 17­2: 
29 PM 
34.62 
x 12.8 
443.136 
11.5 
x 13.5 
155.25 
The # of digits after the decimals in 
the factors tells us how many digits 
are after the decimal in our product.
Module 2 Lesson 11 Fraction Multiplication and the Products of Decimals.notebook 
7 
December 12, 2014 
Dec 16­10: 
57 AM 
1. Calculate the product
Module 2 Lesson 11 Fraction Multiplication and the Products of Decimals.notebook 
8 
December 12, 2014 
2. Kevin spends $11.25 on lunch every week during the school year. If there are 
35.5 weeks during the school year, how much does Kevin spend on lunch over the 
entire school year? Remember to round to the nearest penny. 
Kevin would spend $399.38 
on lunch over the entire 
Nov 17­2: 
29 PM 
school year.
Module 2 Lesson 11 Fraction Multiplication and the Products of Decimals.notebook 
9 
December 12, 2014 
3. Gunnar’s car gets 22.4 miles per gallon, and his gas tank can hold 17.82 
gallons of gas. How many miles can Gunnar travel if he uses all of the gas in the 
gas tank? 
Gunnar can drive 399.168 
miles on an entire tank of 
gas. 
Nov 17­2: 
29 PM
Module 2 Lesson 11 Fraction Multiplication and the Products of Decimals.notebook 
December 12, 2014 
10 
4. The principal of East High School wants to extend the cover for the 
sand pit used in the long jump competition. It is currently 4 ft2 He measured 
the sand pit and found that the length is 29.2 feet and the width is 9.8 feet for 
the extension. What will the total area of the cover be? 
The cover should have 
Nov 17­2: 
29 PM 
an area of 
290.16 square feet.
Module 2 Lesson 11 Fraction Multiplication and the Products of Decimals.notebook 
December 12, 2014 
11 
Closing 
§ How can we use information about the factors to determine the largest place 
value of the product and the number of decimal digits in the product? 
Please take out your exit ticket for Lesson 11, close your 
binder, and complete the exit ticket. This will be collected. 
Aug 26­8: 
21 PM

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Module 2 lesson 11

  • 1. Module 2 Lesson 11 Fraction Multiplication and the Products of Decimals.notebook 1 December 12, 2014 Add to back of study guide: · Know how to read a tape diagram to identify the division equation. · Know the following vocabulary words and be able to identify them in an equation: addend difference dividend divisor factor minuend product quotient subtrahend sum Dec 12­7: 35 AM
  • 2. Module 2 Lesson 11 Fraction Multiplication and the Products of Decimals.notebook 2 December 12, 2014 Aug 26­5: 55 PM Lesson 10 Homework Review
  • 3. Module 2 Lesson 11 Fraction Multiplication and the Products of Decimals.notebook 3 December 12, 2014 MODULE 2 Arithmetic Operations Including Division of Fractions Topic B: Multi‐Digit Decimal Operations—Adding, Subtracting, and Multiplying Lesson 11: Fraction Multiplication and the Products of Decimals Aug 26­5: 45 PM Student Outcomes § Students use estimation and place value to determine the placement of the decimal point in products and to determine that the size of the product is relative to each factor. § Students discover and use connections between fraction multiplication and decimal multiplication. § Students recognize that the sum of the number of decimal digits in the factors yields the decimal digits in the product.
  • 4. Module 2 Lesson 11 Fraction Multiplication and the Products of Decimals.notebook 4 December 12, 2014 Exploratory Challenge You will not only solve each problem, but your groups will also need to prove to the class that the decimal in the product is located in the correct place. As a group, you will be expected to present your informal proof to the class. 1. Calculate the product. Proofs that the decimal is in the right place... (hint: try fractions or estimation) Nov 17­2: 28 PM
  • 5. Module 2 Lesson 11 Fraction Multiplication and the Products of Decimals.notebook 5 December 12, 2014 2. Xavier earns $11.50 per hour working at the nearby grocery store. Last week, Xavier worked for 13.5 hours. How much money did Xavier earn last week? Remember to round to the nearest penny. Nov 17­2: 29 PM
  • 6. Module 2 Lesson 11 Fraction Multiplication and the Products of Decimals.notebook 6 December 12, 2014 § Do you see a connection between the number of decimal digits in the factors and the product? ú In the first problem, there are two decimal digits in the first factor and one decimal digit in the second factor, which is a total of three decimal digits. The product has three decimal digits. ú In the second problem, both factors have one decimal digit for a total of two decimal digits in the factors. The product also has two decimal digits. Nov 17­2: 29 PM 34.62 x 12.8 443.136 11.5 x 13.5 155.25 The # of digits after the decimals in the factors tells us how many digits are after the decimal in our product.
  • 7. Module 2 Lesson 11 Fraction Multiplication and the Products of Decimals.notebook 7 December 12, 2014 Dec 16­10: 57 AM 1. Calculate the product
  • 8. Module 2 Lesson 11 Fraction Multiplication and the Products of Decimals.notebook 8 December 12, 2014 2. Kevin spends $11.25 on lunch every week during the school year. If there are 35.5 weeks during the school year, how much does Kevin spend on lunch over the entire school year? Remember to round to the nearest penny. Kevin would spend $399.38 on lunch over the entire Nov 17­2: 29 PM school year.
  • 9. Module 2 Lesson 11 Fraction Multiplication and the Products of Decimals.notebook 9 December 12, 2014 3. Gunnar’s car gets 22.4 miles per gallon, and his gas tank can hold 17.82 gallons of gas. How many miles can Gunnar travel if he uses all of the gas in the gas tank? Gunnar can drive 399.168 miles on an entire tank of gas. Nov 17­2: 29 PM
  • 10. Module 2 Lesson 11 Fraction Multiplication and the Products of Decimals.notebook December 12, 2014 10 4. The principal of East High School wants to extend the cover for the sand pit used in the long jump competition. It is currently 4 ft2 He measured the sand pit and found that the length is 29.2 feet and the width is 9.8 feet for the extension. What will the total area of the cover be? The cover should have Nov 17­2: 29 PM an area of 290.16 square feet.
  • 11. Module 2 Lesson 11 Fraction Multiplication and the Products of Decimals.notebook December 12, 2014 11 Closing § How can we use information about the factors to determine the largest place value of the product and the number of decimal digits in the product? Please take out your exit ticket for Lesson 11, close your binder, and complete the exit ticket. This will be collected. Aug 26­8: 21 PM