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supplementary sheet

Total questions: 153

Worksheet time: 5hrs 46mins

Name
Class
Date
1.

In what place is the digit 7 in the number 573?

a)

Ones

b)

Tens

c)

Hundreds

d)

Thousands

2.

Round 4,892 to the nearest hundred.

a)

4,800

b)

4,900

c)

4,850

d)

4,950

3.

Which number is greater: 3,456 or 3,465?

a)

3,456

b)

3,465

c)

They are equal

d)

Cannot be determined

4.

What is the standard form of 20,000 + 3,000 + 700 + 30 + 7?

a)

23,377

b)

73,722

c)

23,737

d)

27,377

5.

What is the expanded form of 100,234?

a)

100+20+3

b)

2,000+20+3

c)

100,000+200+30+4

d)

200

6.

Write eight hundred three thousand seventeen in standard form

a)

803,017

b)

803,17

c)

803,070

d)

83,017

7.

Write 15,642 in word form

a)

Fifteen thousand six hundred forty two

b)

Fifty thousand six hundred forty two

c)

One thousand five thousand six hundred forty two

d)

Fifteen thousand sixty forty two

8.

Select the expanded form and word form of the number 18,112

a)

Eighteen thousand one hundred twelve

b)

10,000+8,000+100+10+2

c)

18,000+100+12

d)

Eighty thousand one hundred ten two

e)

18,000+100+10+2

9.

What is the value of the digit 9 in the number 9,874?

a)

9

b)

90

c)

900

d)

9,000

10.

Round 6,789 to the nearest thousand.

a)

6,000

b)

7,000

c)

6,800

d)

7,800

11.

What is the sum?

a)

9,867

b)

9,904

c)

10,203

d)

9,976

12.

What is the sum?

a)

15,925

b)

16,925

c)

16,835

d)

14,508

13.

Michael and his family are driving 2,120 miles across the country. The first day they drove 518 miles. The second day, they drove 646 miles. How many miles are left to drive?

a)

755 miles

b)

905 miles

c)

956 miles

d)

1011 miles

14.

A school is collecting canned foods. The first week they collected 1,612 cans. The second week, they collected 2,001 more cans than the first week. The third week, they collected 900 less cans than the second week. How many cans did they collect in week two? How many cans did they collect in week 3?

a)

Week 2: 2,613

Week 3: 1,729

b)

Week 2: 3,613

Week 3: 2,713

c)

Week 2: 1,008

Week 3: 2,900

d)

Week 2: 3,613

Week 3: 712

15.

Henry and Bennett are saving money to buy a golf cart. They have $2,867 in their account. Bennett has saved $1,789. How much has Henry saved?

a)

$890

b)

$4,656

c)

$2,122

d)

$1,078

16.

What is the sum:

61,473 + 15,524=

a)

76,997

b)

81,001

c)

77,777

d)

76,098

17.

The Smith family has three kids in college. Trent's tuition is $14,008 per year. Sam's tuition is $5,234 more. The cost of Jenna's tuition is $2,121 less than Sam's. How much is Jenna's tuition?

a)

$14,352

b)

$19,984

c)

$17,121

d)

$11,203

18.

What is a reasonable estimate for the sum of 23,400 + 26,812?

a)

40,000

b)

90,000

c)

50,000

d)

65,000

19.

What is the difference?

16,789

- 4,596

a)

12,193

b)

14,901

c)

16,701

d)

12,003

20.

There are many different types of whales. The table shows three different whales and their weight, in pounds. What equation can be used to find the total weight of an orca and a humpback whale?

a)

8,950 + 292,640 = p

b)

292,640-8,950 = p

c)

65,645 + 8,950 = p

d)

292,640-65,645=p

21.

What is the total weight of an orca and a humpback whale?

a)

56,695

b)

63,459

c)

89,567

d)

74,595

22.

Harry Styles has $53,478 to give to charities. He gives one charity $14,589. How much money does he have left to give?

a)

$33,567

b)

$38,889

c)

$68,067

d)

$35,609

23.

The Belmont Bakery sells muffins. The table shows how many muffins the bakery has sold over 4 months.

Which two months combined, when rounded to the nearest thousand, total $38,000?

a)

January and February

b)

February and March

c)

March and April

d)

February and April

24.

Mrs. Howard needs different colored snowflakes for the play. She needs 1,754 blue snowflakes. For the pink snowflakes, she needs 564 less snowflakes. For the yellow snowflakes she needs 334 more than the pink snowflakes. How many total snowflakes does Mrs. Howard need?

a)

10,987

b)

4,468

c)

2038

d)

2,652

25.

A gardener has 18 roses and 24 lilies to arrange in a garden. How many different ways can the roses be arranged in equal rows?

a)

1

b)

2

c)

6

d)

10

26.

What is the rule for the pattern? 26, 34, 42, 50, ...

a)

Add 7

b)

Add 8

c)

Add 9

d)

Add 11

27.

Which of these are factor pairs of 42? Choose all that apply.

a)

1 and 42

b)

6 and 7

c)

3 and 14

d)

8 and 6

28.

What are the factor pairs of 45?

a)

2 and 23

b)

1 and 45

c)

9 and 5

d)

3 and 15

29.

Christopher has completed 6 pages of his summer homework packet. He plans to complete 3 more pages each day this week. How can you find the total number of pages he will have completed each day?

a)

Day 1 = 6

Day 2 = 10

Day 3 = 16

b)

Day 1 = 9

Day 2 = 12

Day 3 = 15

c)

Day 1 = 9

Day 2 = 18

Day 3 = 27

d)

Day 1= 3

Day 2= 6

Day 3= 9

30.

Pick the TRUE statements for this rule:

Begin with 20, add 8.

a)

All terms are multiples of 3.

b)

All terms are multiples of 2.

c)

All terms are odd.

d)

All terms are even.

31.

Identify the prime numbers from the following list. Select all that apply.

a)

2

b)

15

c)

37

d)

45

e)

41

32.

Brie is arranging 12 DVDs. She can use up to 4 shelves. How can she arrange her DVDs?

a)

1 shelf with 4 DVDs.

2 shelfs with 23 DVDs.

3 shelves with 11 DVDS.

4 shelves with

b)

1 shelf with 12 DVDs.

2 shelves with 6 DVDs.

3 shelves with 4 DVDs.

4 shelves with 3 DVDs.

c)

1 shelf with 12 DVDS.

2 shelves with 6 DVDS.

3 shelves with 6 DVDs.

6 shelves with 3 DVDs.

d)

1 shelf with 18 DVDS.

2 shelves with 9 DVDS.

3 shelves with 6 DVDs.

6 shelves with 3 DVDs.

33.

Which numbers are multiples of 4? Choose all that apply.

a)

24

b)

63

c)

14

d)

48

e)

56

34.

Use the pattern shown in the picture.

Analyze the following arrays to answer the questions.

What is the pattern?

a)

8, 6, 8, 6

b)

Subtract 2

c)

Subtract 10

d)

Add 2

35.

Use the pattern shown in the picture.

Analyze the following arrays to answer the questions.

How many squares would be in the 6th term in the pattern?

a)

8

b)

6

c)

2

d)

4

36.

Use the pattern shown in the picture.

Analyze the following arrays to answer the questions.

What is feature of the pattern that is not stated in the pattern rule?

a)

All terms are multiples of 3.

b)

All terms are odd.

c)

All terms are even.

d)

All terms are multiples of 2.

37.

What are the factor pairs of 36?

a)

1 and 36

b)

2 and 18

c)

3 and 12

d)

4 and 8

38.

Mike is preparing pasta for lunch at Santa House. Each box of pasta makes enough for 8 servings. How many servings of pasta will Mike have if he uses 9 boxes of pasta? Use multiples of 8 to determine the number of servings of pasta Mike will have.

a)

64

b)

72

c)

24

d)

16

39.

Find the terms in the pattern.

Start at 7, multiply by 2.

a)

7, 21, 63, 189, ...

b)

7, 14, 21, 28, ....

c)

14, 21, 28, 35, ....

d)

7, 14, 28, 56, ...

40.

Look at the pattern.

What would be the shape of the 15 the term?

a)

Trianle

b)

Diamond

c)

Heart

d)

Square

41.

Craig has 12 ties, which is 4 times as many ties as Steve. Steve has 3 ties. Which equation represents this comparison?

a)

12 + 3 = 4

b)

12 = 4 + 3

c)

12 x 4 = 3

d)

12 = 4 x 3

42.

Which of these comparison statements represent the equation 12 x 3 = 36?

a)

3 is 12 times as many as 36.

b)

36 is 12 times as many as 3.

c)

3 is 36 times as many as 12.

d)

12 is 3 times as many as 36.

43.

A blue ribbon is 72 inches long. A yellow ribbon is 9 inches long. How many times as long is the blue ribbon than the yellow ribbon? Write an equation to solve.

a)

72 = 9 x y

b)

72 = 9 x 10

c)

9 = 72 x y

d)

y = 72 x 9

44.

There are 63 fourth graders buying lunch on Friday. This is 7 times as many as fourth graders who pack their lunch. Which equation can be used to find how many fourth graders pack their lunch on Friday?

a)

63 x 7 = p

b)

p x 7 = 63

c)

p + 7 = 63

d)

63 + 7 = p

45.

There are 63 fourth graders buying lunch on Friday. This is 7 times as many as fourth graders who pack their lunch. Which equation can be used to find how many fourth graders pack their lunch on Friday?

How many fourth graders pack their lunch on Friday?

a)

70 fourth graders

b)

56 fourth graders

c)

9 fourth graders

d)

8 fourth graders

46.

Elena has 18 red toy cars. She has 3 times as many red toy cars as white toy cars. How many white toy cars does she have?

a)

54 white toy cars

b)

15 white toy cars

c)

9 white toy cars

d)

6 white toy cars

47.

Cassidy is organizing some blocks.

Which statements are true about Cassidy's blocks? Choose all that apply.

a)

There are 3 times as many squares as hexagons.

b)

The number of triangles is 9 times the number of squares.

c)

There are 6 times as many triangles as hexagons.

d)

The number of triangles is 2 times the number of hexagons and rhombi together.

48.

Brooke and Kristi are filling baskets with canned goods. Brook filled 6 baskets. Kristi filled 5 times as many baskets as Brook. Which equation can be used to find out how many baskets Kristi filled?

a)

5 + 6 = b

b)

6 x b = 5

c)

6 + b = 5

d)

5 x 6 = b

49.

Brooke and Kristi are filling baskets with canned goods. Brook filled 6 baskets. Kristi filled 5 times as many baskets as Brook.

How many baskets did Kristi fill?

a)

50

b)

20

c)

45

d)

30

50.

Which situation can be represented by the equation 4 × 6 = ?

a)

Cic is 4 years old. Her brother is 6 years older. How old is Cici's brother?

b)

Trisha has 4 times as many medals as Donna. Donna has 6 medals. How many medals does Trisha have?

51.

Click on the picture.

Which situation could be represented by the bar diagram?

a)

Camille and Alex are jumping rope. Camille can jump rope 3 more times than Alex.

b)

Camille and Alex are jumping rope. Camille can jump rope 3 times as many jumps as Alex.

c)

Camille and Alex are jumping rope. Alex can jump rope 3 times as many jumps as Camille.

d)

Camille and Alex are jumping rope. Alex can jump rope 3 more jumps than Camille.

52.

Margaux spent 60 minutes making jewelry this week. She made 2 necklaces and 6 bracelets.

She spent 6 times as many minutes making jewelry this week as she did last week. How many minutes did Margaux spend making jewelry last week?

a)

66 minutes

b)

10 minutes

c)

120 minutes

d)

48 minutes

53.

Margaux spent 60 minutes making jewelry this week. She made 2 necklaces and 6 bracelets.

She wants to make 4 times as many necklaces next week as she did this week. How many necklaces will Margaux make next week?

a)

8 necklaces

b)

12 necklaces

c)

24 necklaces

d)

32 necklaces

54.

Margaux spent 60 minutes making jewelry this week. She made 2 necklaces and 6 bracelets.

Which statement below could be used to compare the number of necklaces and bracelets Margaux made?

a)

b = 2 x 6

b)

6 = 2 x 3

c)

6 x 2 = 12

d)

60 x 2 = 120

55.

A florist has 13 tulips and 16 daffodils to arrange in a display, How many different ways can the daffodils be arranged in equal rows?

a)

5

b)

4

c)

3

d)

2

56.

Which of these are factor pairs of 24?

a)

1 and 23

b)

5 and 5

c)

3 and 8

d)

7 and 3

e)

6 and 3

57.

What is the rule for the pattern?

25, 36, 47, 58,...

a)

plus 6

b)

times 3

c)

plus 3

d)

times 6

58.

What are the Factor Pairs of 54?

a)

1 and 54

3 and 27

4 and 13

6 and 9

b)

1 and 54

2 and 26

3 and 19

6 and 9

c)

1 and 54

2 and 27

3 and 18

6 and 9

d)

1 and 54

3 and 24

4 and 15

6 and 9

59.

Which number is prime?

a)

29

b)

26

c)

27

d)

28

60.

Write the next 4 multiples of 3 starting with 6

(a)  

61.

Anthony is arranging 36 games. He can use up to 4 shelves. How can he arrange the games?

a)

1 shelf with 35 games

b)

2 shelves with 18 games

c)

3 shelves with 13

d)

4 shelves with 8 games

62.

A(n) __________ statement compares two quantities using multiplication where one item is times as much as, or times as many as the other.

a)

Additive Comparison

b)

Multiplicative Comparison

63.

"Sienna swam 2 more laps than Seth" is an example of a ________.

a)

Additive Comparison

b)

Multiplicative Comparison

64.

"Sienna swam 2 times as many laps as Seth" is an example of a ________.

a)

Additive Comparison

b)

Multiplicative Comparison

65.

A(n) __________ statement compares two quantities with addition where one is more or less than the other.

a)

Additive Comparison

b)

Multiplicative Comparison

66.

Which comparison statement matches the equation 5X3=15?

a)

15 is 5 times as many 3

b)

3 is 5 times as many as 15

c)

5 is 3 times as many as 15

d)

5 is 15 as many as 3

67.

Which comparison statement could be represented by the bar diagram?

a)

Tom serves 3 times as many bowls of soup as Gail

b)

Tom serves 3 more bowls of soup than Gail

c)

Gail serves 3 more bowls of soup than Tom

d)

Gail serves 3 times as many bowls of soup as Tom

68.

Molly has 30 pairs of shoes. That is 3 times as many as her 10 pairs of jeans. What equation represents this comparison?

a)

10 + 3 = 13

b)

30 X 3 = 10

c)

30 ÷ 3 = 10

d)

3 X 10 = 30

69.

Paula sends 5 times as many texts as her mother. Paula sends 40 texts. How many texts does her mother send?

(a)  

70.

During a trip to the beach, Ashley collects 4 times as many shells as Delilah. Ashley collects 24 shells. How many shells does Delilah collect?

(a)  

71.

Mrs. Tooley has 10 dog treats. She buys a box that has 5 times as many dog treats. How many dog treats are in the box?

(a)  

72.

Choose ALL the factor pairs of 16.

a)

4 x 4

b)

16 x 1

c)

8 + 8

d)

8 x 2

73.
Which number is a factor of 35?
a)
2
b)
8
c)
5
d)

3

74.
How many counters would come next?
a)
5
b)
7
c)
9
d)
11
75.
How many cubes would be in the next shape?
a)
15
b)
16
c)
17
d)
18
76.
If you extended the pattern, how many dots would come next?
a)
16
b)
20
c)
25
d)
30
77.
Which one is a composite number?
a)
37
b)
41
c)
21
d)
29
78.
Joe has listed the first 4 multiples of 7 as: 
7   14    22     28
Which one is incorrect?
a)
7
b)
14
c)
22
d)
28
79.
Which of the following is a multiple of 7?
a)
28
b)
48
c)
71
d)
45
80.
Find the prime number.
a)
10
b)
9
c)
7
d)
4
81.
Which number is a factor of 48?
a)
6
b)
18
c)
7
d)
9
82.
Which number is a multiple of 12?
a)
36
b)
40
c)
80
d)
3
83.

Brian completed 7 pages of a notebook. He plans on completing 3 pages a day. What equation or equations go along with this problem?

a)

(4x3) +7

b)

(3+7) x3

c)

(1x3) +3

d)

(5x3) +7

84.

4, 9, 20, 41, 84, ____

a)

add next odd number

b)

+ 5

c)

add next number

d)

add next prime number

85.

Estimate the sum or difference. Round to the hundreds place.


5,847 + 7,482

a)

13,500

b)

13,300

c)

12,000

d)

12,300

86.

Estimate the sum or difference. Round to the tens place.


592 - 388

a)

184

b)

120

c)

200

d)

237

87.

Estimate the sum or difference. Round to the thousands place.


12,348 - 10,483

a)

2,000

b)

22,000

c)

11,000

d)

4,028

88.

Estimate the sum or difference. Round to the ten thousands place.


283,948 + 471,398

a)

57,000

b)

75,000

c)

24,000

d)

750,000

89.

Estimate the sum or difference. Round to the ten thousands.


476,920 - 123,538

a)

123,000

b)

356,000

c)

257,000

d)

650,000

90.

Springfield School District had 1,384 students last year. This year it has increased to 4,391 students. About how many students did the school district increase by? Round to the hundreds.

a)

About 3,000

b)

About 1,000

c)

About 2,000

d)

About 3,007

91.

On your desk, solve 12,485 + 18,384 using partial sum.

a)

13,086

b)

29,847

c)

27,953

d)

30,869

92.

On your desk, solve using partial sum.


183,473 + 450,375

a)

546,078

b)

633,848

c)

854,903

d)

132,765

93.

On your desk, solve using partial sum.


57,693 + 375,385

a)

574,292

b)

433,078

c)

434,078

d)

37,493

94.

On your desk, solve by adjusting the numbers.


37,193 + 48,948

a)

86,141

b)

86,384

c)

26,495

d)

75,043

95.

On your desk, solve by adjusting the numbers.


5,987 + 7,492

a)

13,479

b)

12,473

c)

9,387

d)

7,438

96.

On your desk, solve by adjusting the numbers.


475 + 291

a)

786

b)

576

c)

766

d)

485

97.

On your desk, solve by adjusting the numbers.


584 + 291

a)

843

b)

875

c)

586

d)

957

98.

On your desk, solve by adjusting the numbers.

824 + 183

a)

1,007

b)

574

c)

291

d)

1,482

99.

On your desk, add regularly.


47,947 + 48,193

a)

95,371

b)

87,905

c)

96,184

d)

96,140

100.

On your desk, add regularly.


6,028 + 1,293

a)

9,382

b)

6,593

c)

7,321

d)

7,333

101.

On your desk, add regularly.


485,016 + 101,422

a)

383,594

b)

586,438

c)

574,987

d)

283,049

102.

On your desk, add regularly.


4,193 + 4,693

a)

6,593

b)

8,573

c)

8,886

d)

500

103.

On your desk, add regularly.


38,593 + 18,294

a)

56,887

b)

37,593

c)

20,299

d)

48,193

104.

A school purchased a copier for $2,391 and a laptop for $1,294. How much did the school spend all together?

a)

$2,867

b)

$3,685

c)

$3,967

d)

$1,097

105.

On your desk, solve by decomposing.


47,193 - 13,928

a)

54,876

b)

32,907

c)

33,265

d)

61,121

106.

On your desk, solve by decomposing.


4,375 - 1,293

a)

6,582

b)

5,668

c)

3,472

d)

3,082

107.

On your desk, solve by decomposing.


12,472 - 8,048

a)

4,424

b)

4,182

c)

20,520

d)

12,472

108.

On your desk, solve by decomposing.

12,483 - 4,987

a)

12,372

b)

7,496

c)

17,470

d)

5,372

109.

On your desk, solve by adjusting numbers.


429 - 182

a)

538

b)

247

c)

324

d)

234

110.

On your desk, solve by adjusting numbers.


6,857 - 3,578

a)

3,279

b)

4,765

c)

2,453

d)

10,435

111.

On your desk, solve by adjusting numbers.


587 - 246

a)

833

b)

754

c)

345

d)

341

112.

On your desk, solve by adjusting numbers.


974 - 234

a)

543

b)

1,208

c)

2,754

d)

740

113.

On your desk, solve by adjusting numbers.


845 - 386

a)

1,231

b)

456

c)

459

d)

354

114.

On your desk, solve using regular subtraction.


48,103 - 27,480

a)

75,583

b)

20,623

c)

21,670

d)

75,934

115.

On your desk, solve using regular subtraction.


172,347 - 132,173

a)

65,853

b)

304,520

c)

40,174

d)

34,678

116.

On your desk, solve using regular subtraction.


75,975 - 3,785

a)

67,357

b)

75,876

c)

79,760

d)

72,190

117.

On your desk, solve using regular subtraction.


376,076 - 234,567

a)

610,643

b)

141,509

c)

356,986

d)

123,854

118.

A company started with $82,583 in their account. They bought a tractor for $12,584. How much money is left in their account?

a)

$56,281

b)

$69,999

c)

$67,481

d)

$69,261

119.

The school started with $400,000 in their spending account. They used $23,817 for new furniture. How much money is left in the spending account?

a)

$647,876

b)

$423,817

c)

$376,183

d)

$321,860

120.

Multi-step word problem. Choose the correct equation with the correct answer.


Michael and his family are driving 4,183 miles across the country. On the first day they drove 849 miles. The second day they drove 671 miles. They drove 518 miles on the third day. How many miles do they have left to drive?

a)

849 + 671 + 518 + 4,183 = m ; m = 3,184 miles

b)

849 + 671 + 518 + m = 4,183 ; m = 2,145 miles

c)

849 + 4,183 + 671 + 518 = m : m = 2,145 miles

121.

The Town Hall Players were selling tickets to their weekend show. They sold 4,281 tickets in advance. At the door, they sold 582 tickets on Friday and 492 tickets on Saturday. They had a total of 7,381 tickets to sell. How many tickets did they sell on Sunday?

a)

4,281 + 582 + 492 + 7,381 = m ; m = 12,736 tickets

b)

4,281 + 582 + 492 + m = 7,381 ; m = 2,026 tickets

c)

7,381 + 582 + 492 + m = 4,281 ; m = 2,026 tickets

122.

Estimate the sum of 47 and 36.

a)

90

b)

100

c)

76

d)

83

123.

What is the correct way to find 58 + 27 using partial sums?

a)

50 + 20 = 70

8 + 7 = 15

70 + 15 = 85

b)

50 + 8 = 58

20 + 7 = 27

27 + 58 = 85

c)

5 + 2 = 7

8 + 7 = 15

7 + 15 = 22

124.

Add 123 and 456 using the standard algorithm.

123

  • + 456

a)

4567

b)

5790

c)

1234

d)

579

125.

Estimate the difference between 85 and 29.

a)

40

b)

70

c)

50

d)

60

126.

What is the correct way to subtract 172 from 145 by decomposing 145.

a)

172 = 100 + 70 + 2

145 - 100 = 45

45 - 70 = 25

25 - 2 = 23

b)

145 = 100 + 40 + 5

172 - 100 = 72

72 - 40 = 32

32 - 5 = 27

c)

145 = 1 + 4 + 5

172 - 1 = 171

171 - 4 = 167

167 - 5 = 162

127.

What is 64 - 29 using the standard algorithm?

64

  • - 29

a)

30

b)

35

c)

34

d)

36

128.

Estimate the sum of 89 and 47.

a)

140

b)

130

c)

145

d)

136

129.

what number is missing from the partial sums of 234 and 562?

4 + 2 = 6

30 + 60 = 90

200 + ____ = 700

234 + 662 = 796

a)

500

b)

90

c)

40

d)

3

130.

Find the sum of 312 and 489 using the standard algorithm.

a)

700

b)

801

c)

750

d)

820

131.

Estimate the difference between 100 and 45.

a)

100

b)

45

c)

55

d)

55

132.

Which number should go in the missing space when decomposing to find the difference of 79 and 44?

44 = 40 + 4

79 - 40 = 39

39 - 4 = ___

a)

32

b)

34

c)

36

d)

38

133.

What is 76 - 39 using the standard algorithm?

a)

45

b)

40

c)

35

d)

37

134.

Estimate the sum of 56 and 78.

a)

134

b)

150

c)

140

d)

120

135.

Add 145 and 236 using partial sums.

a)

391

b)

400

c)

381

d)

350

136.

Find the difference of 254 and 132 by decomposing 132.

a)

122

b)

486

c)

154

137.

What is 90 - 47 using the standard algorithm?

a)

37

b)

53

c)

60

d)

43

138.

Estimate the difference between 150 and 67.

a)

80

b)

75

c)

90

d)

100

139.

Use the standard algorithm to add 678 and 234.

a)

800

b)

910

c)

912

d)

920

140.

What does sum mean in math?

a)

subtract

b)

divide

c)

add

d)

multiply

141.

What does the word difference mean in math?

a)

add

b)

divide

c)

multiply

d)

subtract

142.

A(n) ___________ is a letter that represents an unknown quantity.

a)

algorithm

b)

regroup

c)

partial sums

d)

variable

143.

A(n) ___________ is a way of doing something in math. It is a set of steps that, if done correctly, always works.

a)

algorithm

b)

regroup

c)

partial sums

d)

variable

144.

You can use __________ to add numbers. Add one place value at a time, and then add those sums to find the total sum.

a)

algorithm

b)

regroup

c)

partial sums

d)

variable

145.

To __________ means to use place value to exchange equal amounts when renaming a number.

a)

algorithm

b)

regroup

c)

partial sums

d)

variable

146.

What is the sum?

6,763 + 5,498

(a)  

147.

Leia's family drives to the Grand Canyon for vacation. The drive is a total of 1,529 miles. The first day they drove 539 miles. The second day they drove another 472 miles. How many miles do they have left to drive after the second day?

a)

739 miles

b)

738 miles

c)

518 miles

d)

379 miles

148.

Daniel and Karen work at a bakery that has 2,231 muffins. Daniel has baked 1,139 muffins. How many muffins did Karen bake?

(a)  

149.

What is the sum?

10,252 + 1,298

(a)  

150.

What is a reasonable estimate for the sum of 57,844 + 21,134?

a)

70,000

b)

79,000

c)

90,000

d)

78,000

151.

What is the difference?

6,763-5,498

(a)  

152.

Mark's school collects 53,511 cans of food for a food drive. They give 21,200 cans to a nearby food bank. How many cans of food does the school still have?

(a)  

153.

Which two months combined, when rounded to the nearest thousand, total 35,000 greeting cards?

a)

May and June

b)

July and August

c)

June and August

d)

May and July