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AcademicStandards

Plot Greater Numbers . . . . . . . . . . . . . . . . . . . . . . . . IN3 (Use after Lesson 1-7)

Ordinal Numbers . . . . . . . . . . . . . . . . . . . . . . . . . . . . . IN5 (Use after Indiana Additional Lesson 1)

Ten More and Ten Less . . . . . . . . . . . . . . . . . . . . . . . IN7 (Use after Lesson 1-10)

Even and Odd Numbers . . . . . . . . . . . . . . . . . . . . . . . IN9 (Use after Indiana Additional Lesson 3)

Compare Data . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . IN11 (Use after Lesson 4-3)

Count Coins and Dollars . . . . . . . . . . . . . . . . . . . . . . IN15 (Use after Lesson 7-5)

Relate Measurements of Time . . . . . . . . . . . . . . . . . . IN19 (Use after Lesson 8-6)

Identify Congruent Figures . . . . . . . . . . . . . . . . . . . . IN21 (Use after Lesson 11-6)

Foot and Yard . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . IN25 (Use after Lesson 12-4)

Meter . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . IN27 (Use after Lesson 12-6)

2.1.1

2.1.3

2.1.2

2.1.5

2.1.7

2.3.5

2.3.4

2.3.2

2.3.3

2.3.3

Contents

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Name

IN3

Plot Numbers to 100

Main IdeaI will use whole numbers to 100 to locate and name points on a number line.

Vocabulary number line

Check

Locate the point on the number line.

1. 7 = 2. 23 =

Name the point on the number line.

3. Point A = 4. Point A =

5.

How do you name a missing point on a number line?

4 5 8

A B

94 5 8

A B

9 21 22 24

A B

2621 22 24

A B

26

32 33 34 35

A

3732 33 34 35

A

37 95 96 9998

A

10095 96 9998

A

100

You can use a number line to plot points.

The numbers are ordered from least to greatest, so count by ones to find the numbers A and B represent.

12, 13, 14, 15 , 16, 17 , 18

Point A = 15 Point B = 17

12 13 14

A B

16 1812 13 14

A B

16 18

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2.1.1 Count, read, write, compare, and plot on a number line whole

numbers to at least 1000.

AcademicStandardsAcademicStandardsAcademicStandardsAcademicStandards

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IN4

Practice

Locate the point on the number line.

Name the point on the number line.

14. Thinking Math Riley made a number line to show the ages of her cousins. Donna is 8 years old. Mark is 10 years old, and Sam is 11 years old. Riley is older than Donna and younger than Mark. Locate Riley’s age on the number line. Plot the missing numbers.

6. 26 = 7. 34 =

8. 58 = 9. 96 =

25 27 29

A

30

B

25 27 29

A

30

B

29 30 32

A

33

B

29 30 32

A

33

B

55 57 59

A

60

B

55 57 59

A

60

B

95 98 99

A

100

B

95 98 99

A

100

B

6. 26 = 7. 34 =

8. 58 = 9. 96 =

25 27 29

A

30

B

25 27 29

A

30

B

29 30 32

A

33

B

29 30 32

A

33

B

55 57 59

A

60

B

55 57 59

A

60

B

95 98 99

A

100

B

95 98 99

A

100

B

10. Point A = 11. Point A =

12. Point A = 13. Point A =

67 68 69 70

A

7167 68 69 70

A

71 86 87 88 90

A

9186 87 88 90

A

91

20 21 22 23

A

2520 21 22 23

A

25 42 43 45 46

A

4742 43 45 46

A

47

10. Point A = 11. Point A =

12. Point A = 13. Point A =

67 68 69 70

A

7167 68 69 70

A

71 86 87 88 90

A

9186 87 88 90

A

91

20 21 22 23

A

2520 21 22 23

A

25 42 43 45 46

A

4742 43 45 46

A

47

7 8 10

Donna Mark Sam

127 8 10

Donna Mark Sam

12Math at Home Activity: Ask your child to create a number line that shows numbers 56 to 66 counting by ones.

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Name

Get Ready

IN5

Ordinal Numbers

Main IdeaI will use ordinal numbers with an ordered set of at least 100 items.

Vocabulary ordinal

numbers

You can use ordinal numbers to show position.

What color of shorts is the fourth student standing in line wearing?

What color of shirt is the seventh student standing in line wearing?

How many students would be in front of the 15th student?

Check

1. Kira wrote the numbers below. Continue the pattern. What will be the nineteenth number in the pattern?

2. A pattern is shown. Use cubes to continue the pattern. What will be the color of the 31st cube?

3. Suppose the students in your classroom stand in a line. Tell how to find the 23rd student standing in the line.

, , , , ,..., , , , ,...

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2.1.3 Match the ordinal numbers, first, second, third, etc. with an

ordered set of at least 100 items.

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IN6

Practice

Use the alphabet to answer each question.

A B C D E F G H I J K L M N O P Q R S T U V W X Y Z

4. What is the seventeenth letter in the alphabet?

5. What letter is the eighth letter in the alphabet?

6. What is the ordinal number of the letter U?

7. What is the ordinal number of the letter Y?

Continue the pattern to answer each question.

8. What is the twelfth figure in the pattern?

9. What will be the twenty-first shell in the collection?

10. Thinking Math Write your name. Circle two different letters and tell the ordinal position of those letters in your name.

Math at Home Activity: Have your child identify the 34th word on a page in a book.

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Name

IN7

Ten More and Ten Less

Main IdeaI will show numbers ten more and ten less.

Check

Find the number 10 more. Find the number 10 less.

1. 26

is 10 more than 26.

2. 85

is 10 less than 85.

24

34

14

25 26

16

24

34

14

25 26

16

95 97

85

76

87

95 97

85

76

87

1. 26

is 10 more than 26.

2. 85

is 10 less than 85.

24

34

14

25 26

16

24

34

14

25 26

16

95 97

85

76

87

95 97

85

76

87

You can use a hundred chart to show numbers 10 more and 10 less than other numbers.

is 10 more than 34.

10 less than 34.

31

41

21

32

42

22

33

43

23

34

44

24

35

45

51 52 53 54 55

25

31

41

21

32

42

22

33

43

23

34

44

24

35

45

51 52 53 54 55

25

Get Ready

IN7

3. Explain how to find a number 10 more than 82.Co

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2.1.2 Count by ones, twos, fives, tens and hundreds to at least 1,000 and show

the number that is ten more or ten less than any number 10 through 90.

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IN8

Practice

Find the number 10 more.

4. 81

is 10 more than 81.

5. 63

is 10 more than 63.

Find the number 10 less.

6. 55

is 10 less than 55.

7. 74

is 10 less than 74.

Write the missing numbers. Use 10 more or 10 less.

8. 12, 22, , 42, 52 9. 92, 82, 72, , 52

10. Algebra Complete the tables. Use 10 more or 10 less.

92

70

81 82

72

92

70

81 82

72

75

53

64 65

55

75

53

64 65

55

55

66

46

56 5755

66

46

56 57

82 83

62

73 74

82 83

62

73 74

10 more

12 2215245687

10 more

12 2215245687

10 less

18 830467899

10 less

18 830467899

4. 81

is 10 more than 81.

5. 63

is 10 more than 63.

Find the number 10 less.

6. 55

is 10 less than 55.

7. 74

is 10 less than 74.

Write the missing numbers. Use 10 more or 10 less.

8. 12, 22, , 42, 52 9. 92, 82, 72, , 52

10. Algebra Complete the tables. Use 10 more or 10 less.

92

70

81 82

72

92

70

81 82

72

75

53

64 65

55

75

53

64 65

55

55

66

46

56 5755

66

46

56 57

82 83

62

73 74

82 83

62

73 74

10 more

12 2215245687

10 more

12 2215245687

10 less

18 830467899

10 less

18 830467899

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Name

IN9

Even and Odd Numbers

You can find patterns in even and odd numbers.

6 7If you can make pairs, the number is even.

If you make pairs and one cube is left over, the number is odd.

6 7If you can make pairs, the number is even.

If you make pairs and one cube is left over, the number is odd.

Check

Use to show the number. Circle even or odd.

1.

even

odd

2.

even

odd

3.

even

odd

4.

even

odd

Color even numbers and odd numbers . Use to help.

5.

1098765432

201918171615141312

1

11

302928272625242321 22

6. What patterns do you see in Exercise 5?

Main IdeaI will identify even and odd numbers.

Vocabulary even number

odd number

Get Ready

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2.1.5 Identify numbers as even or odd by placing that number of objects in

two groups of the same size and recognizing that for even numbers no object

will be left over and for odd numbers one object will be left over.

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IN10

Practice

Use to show the number. Circle even or odd.

7.

even

odd

8.

even

odd

Color even numbers and odd numbers . Use to help.

9.

1098765432

201918171615141312

1

11

302928272625242321

403938373635343331

22

32

10.

504948474645444341

605958575655545351

706968676665646361

807978777675747371

908988878685848381

42

52

62

72

82

504948474645444341

605958575655545351

706968676665646361

807978777675747371

908988878685848381

42

52

62

72

82

Math at Home Activity: Work with your child to create a number line from 1 to 20. Have him or her circle the even numbers and draw a line under the odd numbers. Ask him or her to tell you about the pattern that even and odd numbers make.

11. Make It Right Andre will give Kyle odd-numbered cards. He will give Mia even-numbered cards. Andre gives Kyle 21, 100, 602, and 385. He gives Mia 14, 29, 403, and 2. Did Andre give them the right cards? Tell why Andre is wrong. Make it right.

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Name

Compare Data

Main IdeaI will compare data.

Remember that you can gather data using surveys. When you survey different groups of people, the results may be different.

Survey: What is your favorite food?

Which food do the students like best?

Which food do the parents like best?

Look at the survey. 11 is the largest number.

Look at the survey. 14 is the largest number.

So, students like chicken fingers best.

So, parents like pasta best.

Pizza

ChickenFingers

Pasta

8

11

6

Number ofPeopleFood

Elementary Students

Pizza

ChickenFingers

Pasta

8

11

6

Number ofPeopleFood

Elementary Students

Pizza

ChickenFingers

Pasta

9

2

14

Number ofPeopleFood

Parents

Pizza

ChickenFingers

Pasta

9

2

14

Number ofPeopleFood

Parents

Which food do the students like best?

Which food do the parents like best?

Look at the survey. 11 is the largest number.

Look at the survey. 14 is the largest number.

So, students like chicken fingers best.

So, parents like pasta best.

Pizza

ChickenFingers

Pasta

8

11

6

Number ofPeopleFood

Elementary Students

Pizza

ChickenFingers

Pasta

8

11

6

Number ofPeopleFood

Elementary Students

Pizza

ChickenFingers

Pasta

9

2

14

Number ofPeopleFood

Parents

Pizza

ChickenFingers

Pasta

9

2

14

Number ofPeopleFood

Parents

Get Ready

IN11

1. What food do students like least?

2. What food do parents like least?

3. Why do you think the data is different?Copy

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2.1.7 Compare data displayed in tables and picture graphs within the table or graph and with data on other tables and graphs to address a

single question.

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IN12

Check

Students in two classes took a survey for Field Day activities. The results are shown below. Use the data to answer the questions.

4. What is the favorite activity of the Kindergarten class?

5. What is the least favorite activity of the Kindergarten class?

6. What is the favorite activity of the Second Grade class?

7. How many more Second Grade students than Kindergartners liked kickball?

8. How many Second Grade students were surveyed?

Tug of War

Relay Race

Kickball

Kindergarten Class

Tug of War

Relay Race

Kickball

Second Grade Class

Tug of War

Relay Race

Kickball

Kindergarten Class

Tug of War

Relay Race

Kickball

Second Grade Class

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Practice

Boys and girls took a survey of their favorite sports. The results are shown. Use the data to answer the questions.

9. What is the girls’ most favorite wheeled sport?

10. What is the girls’ least favorite wheeled sport?

11. What is the boys’ most favorite wheeled sport?

12. What is the boys’ least favorite wheeled sport?

13. What wheeled sport is least favorite of both boys and girls?

Scooter

Bicycle

Skateboard

Boys’ Favorite Sports with Wheels

Scooter

Bicycle

Skateboard

Girls’ Favorite Sports with Wheels

Scooter

Bicycle

Skateboard

Boys’ Favorite Sports with Wheels

Scooter

Bicycle

Skateboard

Girls’ Favorite Sports with Wheels

IN13

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IN14

14. Take a survey. Ask 8 classmates their favorite after-dinner activity. Use tally marks to record your data on the table.

Use your data from above to answer the questions.

15. What activity do students like the most?

16. What is the least favorite activity?

17. Repeat the survey from Exercise 12. Ask 8 teachers their favorite after dinner activity. Use tally marks to record the data on the table.

Use your data from above to answer the questions.

18. Which activity do teachers like best?

19. Which activity did teachers like least?

20. How might the data change if you added another activity such as jumping rope?

Math at Home Activity: Have your child survey 2 groups of people: What is your favorite weekend day? Record the data on two separate tables. Have your child compare the data in each table. Ask your child what he or she learned about each group.

Activity Tally Total

Read a book

Watch television

Take a family walk

Play a game

Activity Tally Total

Read a book

Watch television

Take a family walk

Play a game

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Name

IN15

Count Coins and Dollars

Marcy’s Wallet

Get Ready

Main IdeaI will count coins and dollars.

Marcy and Jared have money to spend at the store. How much money is in Jared’s wallet?

$1.00, $1.10, $1.20, $1.21

Jared’s wallet has

$1.21 .

How much money is in Marcy’s wallet?

$1.00, $2.00, $3.00,

$3.25, $3.35, $3.45

Marcy’s wallet has

$3.45 .

ThinkAdd the dollars first. Then add the cents.

Jared’s Wallet

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2.3.5 Find the value of a collection of pennies, nickels, dimes, quarters, and dollars.

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IN16

1.

1.00 1.25 1.50 1.75

Total

$ 1.75

2.

. .

Total

$ ... ..

3.

Stan’s Wallet Stan’s wallet has .

4.

Laura’s Wallet Laura’s wallet has .

5. If you have $0.75, can you buy a book that costs $1.00? Why or why not?

CheckCheck

$ $ $ $

$ $ $ $

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Practice

Count the money. Write the total amount.

6.

1.00 1.25 1.35 1.40

Total

$ 1.40

7.

. . . .

Total

$ .

8.

. . . .

Total

$ .

9.

. . . .

Total

$ .

10.

Tara’s total:

11.

Kevin’s total:

RememberPut a decimal point between the dollar

and the cents.

IN17

$ $ $ $

$ $ $ $

$ $ $ $

$ $ $ $

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IN18

15. Make It Right Jake counted the Why is Jake wrong? Make it right.money and wrote the total amount.

Practice

Count the money. Write the total amount in dollars and cents.

12.

Larry’s total:

13.

Mindy’s total:

14.

Doug’s total:

$125

Math at Home Activity: Tell addition stories to your child. Have your child use buttons or pennies to show the story.

Remember25¢ = $0.25

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Name

IN19

Relate Measurements of Time

Main IdeaI will describe relationships of time using days, weeks, and year.

Vocabulary day

week

year

Check

Circle the unit of time that is the longest.

1. year day week

2. hour minute day

3. Amanda helps in the school library every day for 8 days. Jonah helps every day for one week. Who helped for more days?

4. Are there more days or weeks in a year? Explain your answer.

Get Ready1 day = 24 hours

1 week = 7 days

365 days = 1 year

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2.3.4 Describe relationships of time (seconds in a minute, minutes in an hour, hours in a day, days in a week, and days in a year) and tell time on an analog clock to five-minute intervals.

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IN20

Practice

Circle the unit of time that is the shortest.

5. week hour day

6. day year week

7. Which is longer, 2 years or 365 days?

8. Which is shorter, 3 weeks or 10 days?

9. Nick went to an overnight camp out. Do you think the camp out lasted 24 hours or 24 days?

Circle true or false.

10. There are more weeks than days in one year. true false

11. There are less hours than days in a year. true false

10. There are more weeks than days in one year. true false

11. There are less hours than days in a year. true false

12. Number Sense Kenny made his science project in 27 hours. Suzanne made hers in 23 hours and Jason made his in 22 hours. How many total hours did the students need to make their projects? How many total days?

hours

daysMath at Home Activity: Look at a calendar with your child. Have your child tell you how many hours are in a day, days in a week, and days in a year. Create questions for your child that show relationships of time; for example, which is longer, 23 days or three weeks?

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Name

IN21

Identify Congruent Figures

Main IdeaI will identify and draw congruent figures.

Vocabulary congruent

What do you notice about the signs?Congruent figures have the same shape and size.

congruent not congruent

You can divide a shape into congruent figures.

The trapezoid can be divided into 3 congruent triangles.

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2.3.2 Identify and draw congruent two-dimensional shapes in any

position. Describe and compare properties of simple and compound

figures composed of triangles, rectangles, and squares.

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Check

Use pattern blocks to find the congruent figures.

Use this pattern block. Color the two congruent shapes.

1.

2.

3.

Color the congruent figures.

6. Draw a congruent figure beside the figure shown.

7. Can a rectangle and a trapezoid be congruent? Explain.

4. 5. 4. 5.

IN22

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Practice

Color the congruent figures.

Draw a congruent figure beside the figure shown.

Divide each figure into congruent figures. Draw the figures.

8. 9.

10. 11.

8. 9.

10. 11.

12. 13.

14. 15.

12. 13.

14. 15.

16.

17.

16.

17.

IN23

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16 inches

8 inches

IN24

Practice

Color the congruent figures. 18.

19.

20.

21.

22. Look at the figure. If there is another rectangle that is congruent to the rectangle pictured, how long are its sides? Explain how you know.

Math at Home Activity: Give your child a handful of coins. Ask him or her to sort them into piles of congruent figures.

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1 foot = 12 inches1 yard = 3 feet or

36 inches

Name

IN25

Use a yardstick to measure longer objects.

The door is about1 yard long.

Foot and Yard

Check

Find the object. Use feet or yards. Estimate. Measure each object in the unit shown.

Find Estimate Measure

1. about yards about yards

2.

about feet about feet

3.

about yards about yards

4. When measuring an object, how do you decide if a 12-inch ruler or a yard stick is the best tool to use?

Main IdeaI will measure using feet and yards.

Vocabulary foot

yard

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2.3.3 Measure length in standard units (inch, foot, yard) and metric units (centimeter and meter) and select appropriate units to estimate and measure lengths. Use the relationships between

the units to express answers in different units. Use units of linear measurements and

relationships within a particular system to solve problems.

AcademicStandards

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IN26

Practice

Find the object. Use feet or yards. Estimate.Measure each object in the unit shown.

5.

about feet about feet

6.

about yards about yards

Choose a classroom object. Draw the object.Measure the object in both feet and yards.

7.

about feet about yards

Circle the better measure.

8. feet

yards

9. feet

yards

10. Logical Reasoning Lizzie learned that a football field is 300 units long. What unit of measure was used to measure the football field, feet or yards? Explain your answer.

Math at Home Activity: Discuss various items in the kitchen such as refrigerator, stove, table, toaster, coffee maker, microwave oven, and cabinet doors. Ask your child which unit of measure, feet or yards, would be the better measure to use to measure these items.

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1 centimeter 1 meter

Name

IN27

Meter

Check

Find the object. Use meters or centimeters. Estimate. Measure each object in the unit shown.

Find Estimate Measure

1.

about meters about meters

2.

about centimeters about centimeters

Measure the object in meters and centimeters.

3.

about meters about centimeters

4. Are there more meters or centimeters in the length of a table? Explain.

Main IdeaI will measure using meters and centimeters.

Vocabulary meter

The width of a paper clip is about 1 centimeter. Use a meter stick to measure longer items in meters.

100 centimeters = 1 meter

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2.3.3 Measure length in standard units (inch, foot, yard) and metric units (centimeter and meter)

and select appropriate units to estimate and measure lengths. Use the relationship between

the units to express answers in different units. Use units of linear measurements and

relationships within a particular system to solve problems.

AcademicStandards

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IN28

Practice

Find the object. Use meters or centimeters. Estimate.Measure each object in the unit shown.

Circle the better measure.

Find Estimate Measure

5.

about meters about meters

6. about centimeters

about centimeters

Choose a classroom object. Draw the object. Measure the object in meters and centimeters.

8.

about metersabout centimeters

9.

centimeters

meters

10.

centimeters

meters

11.

centimeters

meters

12.

centimeters

meters

Math at Home Activity: Take a walk with your child. Have your child name objects that would be better measured in meters and objects that would be better measured in centimeters.

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