Free Printable 5 math

Worksheets

5 math

Total questions: 170

Worksheet time: 6hrs 44mins

Name

Class

Date

Mr. Marquez had 123 eggs in a refrigerator in his restaurant. He put 32 more cartons of eggs in the refrigerator. Each carton contained 18 eggs. Which of these is the best estimate of the number of eggs Mr. Marquez now has in his refrigerator?

600

400

700

900

Brenden added 16 to the product of 223 and 14. What is the sum?

3,122

3,568

253

3,138

Riley deposits $3,000 into a new checking account. He spends $402.71 on groceries and $47.16 on gasoline. How much is left in Riley’s account?

$3,449.87

$2,550.13

$2,551.87

$2,551.78

Aspen added 14 to the product of 224 and 16. What is this sum?

3,478

3,598

3,808

3,584

In a school auditorium there are 33 seats in each row of seats. How many rows are needed for 528 students to each have a seat?

Mrs. Graves has 756 erasers. She gives each of the 36 sixth grade students the same number of erasers. How many erasers will each student get?

21 R3

102

Kyle has 654 marbles. If he puts 12 marbles in each ziploc bag, how many bags can he FILL?

54 R6

Tara has a box of 908 beads for making bracelets. She wants to put 15 beads on each bracelet she makes. How many bracelets can Tara make with these beads?

Shauna is reading a 528 page book. She reads 22 pages each day. How many days will it take Shauna to read the entire book?

506

550

10.

The table shows the population of three Texas counties. The population of Gray County is missing. The population of Gray County is 35,553 less than the population of Anderson County. What is the combined population of these four counties?

2,694,709

2,707,507

2,695,209

2,765,815

11.

Mr. Anderson had 185 pieces of wood. He sold 25 pieces of wood to his neighbor and stacked the rest of the wood into piles around his house. Each pile of wood contained 40 pieces of wood. Which equation can be used to find p, the number of piles of wood Mr. Anderson made?

p = (185+ 25)+ 40

p = (185- 25) -40

p = (185 +25)× 40

p = (185 - 25) ÷ 40

12.

Pedro ordered 24 boxes of baseballs. Each box contained 16 baseballs. Pedro used 8 of these baseballs during a game. Which equation can be used to find b, the total number of these baseballs that Pedro did NOT use during the game?

b = (24 + 16) - 8

b = (24 x 16) - 8

b = (24 - 16) / 8

b = (24 x 16) + 8

13.

A basketball team scored points by making baskets worth different numbers of points during a game.

• The team made 7 baskets worth 3 points each.

• The team made 26 baskets worth 2 points each.

• The team scored 19 points by making free throws worth 1 point each.

This equation can be used to find p, the total number of points the basketball team scored during the game.

p = 7(3) + 26(2) + 19

What is the total number of points the basketball team scored during the game?

(a)

14.

An expression is given.

3(19 + 27) + 7(4)

What is the value of this expression?

(a)

15.

A business that rents cars is open for 8 hours on Monday. On Monday morning the business had 45 cars.

• The business rented 3 cars to customers during each of the first 5 hours.

• The business rented 2 cars to customers during each of the next 3 hours.

• The total number of cars that were brought back to the business by customers on Monday was 17.

In which equation does c represent the number of cars the business had at the end of the day on Monday?

c = 45 − (5 + 3) − (3 + 2) + 17

c = 45 − (5 × 3) − (3 × 2) − 17

c = 45 − (5 + 3) − (3 + 2) − 17

c = 45 − (5 × 3) − (3 × 2) + 17

16.

An elementary school had 90 boxes of glue sticks. Each box had 36 glue sticks. Teachers put all of the glue sticks into bags to give to the students. They put 6 glue sticks into each bag.

Which equation can be used to find b, the number of bags the teachers can fill with these glue sticks?

90 × 36 ÷ 6 = b

90 ÷ 6 + 36 = b

36 × 90 + 6 = b

36 × 6 × 90 = b

17.

Mrs. Brooks made 72 ounces of fruit punch. Over the weekend, she drank 48 ounces of fruit punch. Then Mrs. Brooks decided to split the remainder of the fruit punch into 2 bottles. The equation shown can be used to determine p, the amount of fruit punch Mrs. Brooks will put into each bottle.

p = (72 - 48) ÷ 2

What amount of fruit punch is represented by p?

24 ounces

12 ounces

8 ounces

16 ounces

18.

Rolando had $80 to spend at Six Flags. A ticket to enter the park costs $65, but Rolando had a coupon for $20 off the price of a ticket. He used the rest of his money to play games, which cost $5 each. Rolando used the equation shown to find g, the number of games he played at Six Flags.

g = [80 - (65 - 20)] ÷ 5

How many games did Rolando play at Six Flags?

19.

Three friends went swimming last week.

Alexis swam 120 yards.

Monte swam 30 yards less than Alexis.

Dani swam twice as far as Monte.

Which equation represents x, the distance in yards that Dani swam?

(120 + 30) x 2 = x

(120 - 30) ÷ 2 = x

(120 - 30) x 2 = x

(120 + 30) ÷ 2 = x

20.

Valerie wants to do 60 hours of community service so that she can earn her Raven Scout service badge. She has worked at the youth center for 5 hours on each of 9 different days. Which equation shows h, the number of hours Valerie needs to finish her community service hours to earn her service badge?

h = 60 + (9 x 5)

h = 60 - (9 x 5)

h = 60 ÷ (9 x 5)

h = 60 x (9 x 5)

21.

Taco Rojo is open for 12 hours every day.

They make 72 chicken tacos and 54 beef tacos each hour.

They also make 28 steak tacos every hour.

Which equation can be used to find t, the number of tacos made at Taco Rojo in 12 hours?

(72 + 54 + 28) x 12 = t

(72 - 54 - 28) ÷ 12 = t

(72 - 54 - 28) x 12 = t

(72 + 54 + 28) ÷ 12 = t

22.

Kevin wants to have his birthday party at Terrific Trampolines. It costs $150 to rent a party room plus $8 per party guest. Kevin plans to invite 11 friends to his party. Which equation shows p, the price of the birthday party at Terrific Trampolines with 11 guests?

150 + (11 + 8) = p

150 x (11 x 8) = p

150 x (11 - 8) = p

150 + (11 x 8) = p

23.

The Townsend Elementary PTA earned $450 hosting a community yard sale.

They earned $280 selling household items and $135 selling clothes. The rest of the money was earned from selling snacks at the yard sale.

Which equation can be used to find s, the amount of money in dollars earned from selling snacks at the yard sale?

s + 280 - 135 = 450

280 + 135 + s = 450

280 - 135 - s = 450

135 + 280 - s = 450

24.

Porter wants to ride three rides at the State Fair of Texas.

The swings cost 5 tickets.

The Ferris wheel costs 4 times as much as the swings.

The carousel costs half as much as the Ferris wheel.

Which equation represents c, the number of tickets that it costs to ride the carousel at the State Fair?

c = (5 x 4) ÷ 2

c = (5 + 4) x 2

c = (5 + 4) ÷ 2

c = (5 x 4) x 2

25.

Cameron walks the following number of miles each day.

He walks 1 mile to the park.

He takes his dog for a 2 mile walk.

He walks 2 miles to the corner store and back.

The equation shown can be used to find m, the number of miles Cameron walks in one week.

m = (1 + 2 + 2)7

How many miles does Cameron walk in one week?

26.

The Yellow Rose Bakery makes 30 brownies to sell each day. They make twice as many cookies as brownies to sell each day. The bakery also bakes 4 cakes every day. This equation can be used to find b, the total number of baked goods made each day at the Yellow Rose Bakery.

b = 30 + (30 x 2) + 4

How many baked goods does the Yellow Rose Bakery make each day?

124

27.

For Halloween Debby and her sister combined the candy they received. Debby had 32 pieces of candy while her sister had 45. If they ate 24 pieces the first night, how many pieces do they have left?

101 pieces

50 pieces

53 pieces

21 pieces

28.

Emily bought a child admission ticket and 6 carousel ride tickets. She used a coupon for a $5 discount. Which expression shows Emily’s total cost?

$12 + (6 x $2)

$12 + ($6 + $2) - $5

$12 + (6 x $2) - $5

$12 + (6 x $2) + $5

29.

The total number of hats made in February was 2,148,431. Which equation represents this situation?

2,148,431 = (562,937 + 607,822 + 492,375) + n

2,148,431 = (562,937 + 607,822 + 492,375) - n

2,148,431 = (562,937 + 607,822 + 492,375) x n

2,148,431 = (562,937 + 607,822 + 492,375) ÷ n

30.

Jacob wrote the expression shown:

$10\div5\ +\ 4\ \left(72-6\right)$

What do the parentheses indicate in the expression?

Divide 10 by 5 before adding 4

Multiply 4 by 72 before subtracting 6

Add 5 and 4 together before subtracting 6 from 72

Subtract 6 from 72 before multiplying by 4

31.

An expression is given.
$3\times\left(8+2\right)\div2$

Which statement is true about the parentheses in this expression?

The parentheses indicate that 8+2 should be solved first.

The parentheses indicate that 8+2 should be solved last.

The parentheses indicate that $2\div2$ should be solved last.

The parentheses indicate that 3x8 should be solved first.

32.

Rebecca bought air filters at a store.

She bought 8 air filters.
Each air filter cost $16.95.
Rebecca used a coupon for $7.50 off her total cost of the air filters.
The total cost in dollars that Rebecca paid for these 8 air filters can be represented by this expression.

$\left(8\times16.95\right)\ -\ 7.50$
How much did Rebecca pay for these air filters?

$80.70

$143.10

$128.10

$75.60

33.

3(25 + 19) + 4(3)

294

144

408

168

34.

40+(72÷9)÷8

35.

22 - [(5 + 2) + (16 - 4)]

36.

Which step should be solved first in the following equation?

$\left[8-\left(12\div3\right)+2\right]\times4$

$13+9$

$12\div3$

$3+2$

$2\times4$

37.

$\left[6\left(12-3\right)\right]\div3$

Simplify the numerical expression below.

162

38.

Which shows the expanded notation for 238.06?

(2 x 100) + (3 x 10) + (8 x 0.10) + (6 x 0.001)

(2 x 100) + (3 x 1) + (8 x 10) + (6 x 0.01)

(2 x 100) + (3 x 10) + (8 x 1) + (6 x 0.01)

(2 x 10) + (3 x 100) + (8 x 1) +( 6 x 0.001)

39.

The weight of a newborn baby is 8.34 pounds. Which of the following is equivalent to the weight of the baby?

0.8 + 0.03 + 0.004

8 + 0.03 + 0.004

800 + 30 + 4

8 + 0.3 + 0.04

40.

The following number is written in expanded notation. 30 + 9 + 0.05 + 0.007 How is this number written as a numeral? Type your answer below.

(a)

41.

(8 x 10) + (6 x 1) + (9 x .1) + (8 x .01)

(a)

42.

(8 x 10) + (6 x 1) + (9 x .1) + (8 x .01)

(a)

43.

(3 x 10) + (2 x 1) + (8 x .1) + (1 x .01)

(a)

44.

(6 x 10) + (4 x .1) + (3 x .01)

(a)

45.

Use the >,<, or=0.07____ 0.7

46.

Order the numbers from greatest to least

9.68, 9.06, 8.96, 8.9, 9.8

9.8, 9.68, 9.06, 8.96, 8.9

9.68, 9.06, 8.96, 8.9, 9.8

8.9, 8.96, 9.06, 9.68, 9.8

47.

The table shows the gas mileage for four different cars.

Which statement 2 are correct?

Car S uses less miles per gas than car T

Car S and Car T use the same amount of miles per gas

Car Q uses less gas per mile than car T

Car R uses greater miles per gas than car Q

48.

Place the runner's times in order from greatest to least.

(a) (b) (c) (d)

Choose from the below words

20.35

20.3

19.8

19.795

49.

Place the numbers in order from least to greatest.

0.502

0.946

1.42

50.

If the students were placed from least to greatest. (a) would be in the fourth position and (b) would be in the second position.

Choose from the below words

Carnie

Bernie

Darryl

Arnie

51.

The table shows the gas mileage for four different cars.

Which statement correctly compares two of these gas mileages?

27.25 > 27.348

27.25 = 27.225

27.34 < 27.348

27.34 = 27.225

52.

One dog weighs 32.659 pounds and another weighs 34.019 pounds. Which weight is greater than 32.659 pounds but less than 34.109 pounds?

34.233 lb

32.722 lb

32.566 lb

34.019 lb

53.

The final grades for four students in a math class are shown.

Which statement is true?

Student One has the highest grade.

Student Three has the lowest grade.

Student Four has the highest grade.

Student Two has the lowest grade.

54.

Which correctly compares 0.062 and 0.62?

0.062 < 0.62

0.062 > 0.62

0.062 = 0.62

55.

What number could be used to fill in the blank?

___________ > 1.201

1.197

1.2

1.21

0.989

56.

The table shows the batting average of a few local major league baseball players.

Which correctly shows the batting averages in order from greatest to least?

Jose, Yuli, George, Alex

George, Alex, Yuli, Jose

Jose, Alex, Yuli, George

Jose, Yuli, Alex George

57.

David wanted to place the rocks in order from least to greatest according to their mass.

According to his order, how much would the rock weigh that is in the 3rd position?

0.82

0.891

0.88

0.837

58.

Books in a library are arranged by their Dewey decimal number. The Dewey decimal numbers for five books are shown in the picture.

Lana will put these five books in order from the least number to the greatest number. Which book will be in the fourth position?

419.018

417.97

418.537

418.63

59.

Jannet measures and cut 3 pieces of ribbon to wrap gifts. The lengths of the ribbons she cut are shown in the table below.

Ribbon 1 - 66.23 mm

Ribbon 2 - 66.326 mm

Ribbon 3 - 63.623 mm

Which is NOT a correct comparison of the lengths of the 3 ribbons?

Ribbon 2 > Ribbon 1

Ribbon 3 < Ribbon 1

Ribbon 2 > Ribbon 3

Ribbon 1 = Ribbon 3

60.

Which number belongs in the empty box on the number line in the picture?

4.69

4.601

4.614

4.7

61.

Tiara used 0.64 meter of ribbon for a craft project. Her sister used more ribbon for her project than Tiara. Which is the length of ribbon Tiara's sister used?

0.093 m

0.49 m

0.58 m

0.75 m

62.

A zookeeper recorded the weights of four small animals at a zoo. Which inequality correctly compares the weights of two of the animals?

0.991 < 0.925

0.925 < 0.98

0.9 > 0.991

0.98 > 0.991

63.

If the zookeeper listed the weights of the 4 animals from least to greatest, which animal's weight would be second on the list?

Skunk

Mongoose

Turtle

Chinchilla

64.

What is 0.63 rounded to the nearest TENTH?

0.6

0.7

65.

What is 14.236 rounded to the nearest HUNDREDTH?

14.23

14.24

66.

What is 10.009 rounded to the nearest TENTH?

10.0

10.1

67.

What is 5.374 rounded to the nearest TENTH?

5.3

5.4

68.

What is 16.7 rounded to the nearest whole number?

69.

A Home & Garden Store sold riding lawnmowers. They sold 1,865 the first year, 845 the second year, and 1,268 the third year. About how many lawnmowers did they sell altogether?

4,000

3,000

3,500

3,100

70.

A baby drank 13 ounces of milk in the morning, and 8 ounces in the afternoon. About how many total ounces did the baby drink?

71.

Estimate. 916 x 42 =

360

3,600

36,000

45,000

72.

237 fifth graders and 346 fourth graders went on a field trip. Estimate how many more fourth graders were on a field trip than fifth graders.

200 more

300 more

100 more

400 more

73.

Charlie had $50 to spend on gifts. He spent $8 on a gift for his aunt, $12 on a gift for his uncle, and $19 on a gift for his parents. About how much money does Charlie have left to spend on gifts?

$10

$40

74.

The students at Parker took a field trip to the Blue Bell Creamery. There were 285 dozen cookies where the cookies and cream ice cream was being made. About how many cookies were at the creamery?

300

4,000

3,000

3,400

75.

Daylin received 438 Pokemon cards for her 11th birthday. She traded 96 Pokemon cards to her best friend for some candy. The following week she traded her cousin 57 Pokemon cards for some bubble gum. How many Pokemon cards does Daylin still have?

591

285

478

399

76.

George bought 3 peppers for a cost of $0.40 each. The model represents this situation.

Which equation shows how to find the total cost in dollars and cents of the peppers George bought?

3 × 4 = 12.00

3 × 40 = 120.00

3 × 0.40 = 1.20

3 × 0.40 = 0.12

77.

Which model represents 1.8 4 × ?

78.

The hundredths model in the figure is shaded to represent the multiplying of two numbers.

Which equation can be represented by the shaded parts of the model?

80 x 40 = 3,200

0.08 x 0.04 = 0.32

0.80 x 0.40 = 0.32

0.08 x 0.04 = 0.032

79.

Jackie rode her bike around Capaha Park last week. The trail is 8.54 miles long. If she rode around the park 4 times last week, how many miles did she travel in all?

3.41 miles

8.54 miles

34.16 miles

341.6 miles

80.

36.40 lb

12.388 lb

96.48 lb

123.88 lb

81.

Lisa bought 3 pounds of grapes. Grapes cost $2.75 for each pound. How much money did Lisa spend on grapes?

$825

$8.25

$82.5

82.

Mrs. Sennett is preparing materials for a science experiment. There will be 6 groups of students conducting the experiment. She has 24.66 milligrams of sodium. She needs to divide the sodium equally for the 6 groups. How many milligrams of sodium should he give to each group?

4.11

411

4.01

83.

Rosa filled her car's tank with 9.8 gallons of gas. Each gallon cost $3.85. How much did Rosa spend on gas?

$3,773

$37.73

$373.3

84.

Willa downloads 5 songs. Three of the song files are each 2.75 MB, and two songs files are each 3.8 MB. How much total space does Willa need for the songs she downloads?

5.55 MB

11.55 MB

15.85 MB

27.75 MB

85.

A company that makes applesauce takes 66.24 pounds of apples and makes 36 jars of sauce. How many pounds of apples are used to make each jar?

1.79

1.96

1.84

2.17

86.

The hundredths model is shaded to represent a division problem.

Which equation is represented by the model?

0.40 ÷ 5 = 0.8

0.40 ÷5 = 0.08

0.04 ÷ 5 = 0.08

0.40 ÷ 5 = 8

87.

The hundredths model is shaded to represent a division problem.

Which equation is the model shaded to represent?

1.4 ÷ 2 = 0.7

14 ÷ 2 = 7

0.14 ÷ 2 = 0.07

1.4 ÷ 2 = 0.07

88.

The model represents a division problem.

Which division problem does the model represent?

0.24 ÷ 4 = 0.60

2.04 ÷ 4 = 0.06

2.40 ÷ 4 = 0.60

2.40 ÷ 4 = 0.8

89.

The hundredths model is shaded to represent a division problem.

Which division problem does the model represent?

3.60 ÷ 8 = 0.04

3.20 ÷ 8 = 0.04

3.20 ÷ 9 = 0.40

3.20 ÷ 8 = 0.40

90.

Karla runs 5.4 miles around her neighborhood. She runs at a constant pace for 60 minutes. How far does she run each minute?

0.9 miles

0.08 miles

0.09 miles

11.11 miles

91.

Alondra is making 3 dream catchers for her friends. She has a total of 14.4 feet of suede rope to wrap around the dream catchers’ frames. Each dream catcher uses an equal amount of rope. How much rope is used on each frame?

4.4 feet

4.6 feet

4.8 feet

5.2 feet

92.

A large bag of individually wrapped pieces of candy weighs 547.2 grams. There are 36 equally sized pieces of candy. What is the weight, in grams, of each piece of candy?

14.9

15.2

16.34

16.2

93.

Alberto purchased a 2.5 serving bag of chips. The total number of calories in the entire bag is 300. How many calories are in each serving of chips?

120.5

125

120

125.5

94.

Luis listens to new his CD. There are 12 songs on the CD of equal length. If the total CD runs for 51.6 minutes, how long is each song?

4.3 minutes

4.1 minutes

3.8 minutes

3.9 minutes

95.

Lino read 56 pages of a book in 80 minutes. How many pages per minute did Lino read?

0.7 pages

0.8 pages

1.24 pages

1.42 pages

96.

Mr. Wilfred used a full 2 liter bottle of liquid soap to fill two soap containers.

- He put 0.475 liters of soap in the first container.

- He put 0.35 liters of soap in the second container.

How many liters of liquid soap remained in the bottle?

0.825 L

0.625 L

1.175 L

1.49 L

97.

Harold cut $18\frac{1}{2}$ inches off a rope that was 60 inches long. How is the lengh of the remaining rope in inches written in decimal form?

41.5

42.5

98.

While cleaning his room, Paul found 7 cents on his desk, 98 cents under his bed, and 2 dollars and 4 cents in his closet. What is the total amount of money Paul found?

$2.09

$3.09

$3.72

$4.08

99.

A park bench is located $16\frac{3}{4}$ feet due north of an elm tree. A fountain is located $9\frac{1}{2}$ feet due south of the same elm tree. What is the distance in feet between the park bench and the fountain?

$26\frac{1}{4}$ ft

$25\frac{1}{4}$ ft

$25\frac{2}{3}$ ft

26 ft

100.

Last month Jim drove his car 2,718.3 miles. That brought the car's total mileage to 87,416 miles. What was the car's total mileage before last month?

84,697.7 miles

85,302.7 miles

89,124.3 miles

90,134.3 miles

101.

Marsha bought a birthday card for $2.86 and a pen for $1.57. She paid with a $20 bill. How much change should Marsha have received?

$15.57

$24.43

$17.77

$16.57

102.

Kassidy walks and bathes dogs. She charges $8.50 if a customer wants a dog bathed and walked. She charges $5.75 if a customer only wants a dog walked. The list shows the jobs Kassidy did last weekend.

• On Saturday she took 6 dogs for walks only.

• On Sunday she took 5 dogs for walks only.

• On Saturday she walked and bathed 4 dogs.

• On Sunday she walked and bathed 4 dogs.

Kassidy used the following expression to determine the amount of money she earned walking and bathing dogs last weekend.

5.75(6 + 5) + 8.50(2 × 4)

How much money did Kassidy earn walking and bathing dogs last weekend?

$97.25

$1,411.00

$194.50

$131.25

103.

Rebecca bought air filters at a store. • She bought 8 air filters. • Each air filter cost $16.95. • Rebecca used a coupon for $7.50 off her total cost of the air filters. The total cost in dollars that Rebecca paid for these 8 air filters can be represented by this expression.

(8 × 16.95) - 7.50

How much did Rebecca pay for these 8 air filters?

$80.70

$143.10

$128.10

$75.60

104.

Nakita bought items at a grocery store.

• She bought 2 boxes of crackers for $3.50 each.

• She used a coupon for $0.80 off the price of each box of crackers. • She bought a jar of peanut butter for $4.85.

• She bought a package of juice boxes for $2.40.

• She used a coupon for $3.00 off the total price of the items she bought.

This expression can be used to determine the price of the items Nakita bought.

What is the price of the items Nakita bought?

$6.95

$10.45

$9.65

$12.65

105.

Solve:
(3.3 + 0.7) x (4 - 0.9)

15.1

12.4

7.1

5.2

106.

A chef used 1/4 cup of milk for one recipe. Then she used 3 cups of milk for each of 4 more recipes. The total number of cups of milk the chef used can be found by using this expression. How many cups of milk did the chef use?

7 $\frac{1}{4}$

12 $\frac{1}{4}$

107.

Ms. Pantoja had 15 boxes of baking soda for classroom science experiments. She used $\frac{1}{3}$ of a box for each experiment. How many experiments did Mr. Comstock perform if he used all of the baking soda?

$\frac{15}{3}$

$\frac{1}{45}$

108.

43[(22.2– 2.2) ÷ (10 • 0.5)]

645

172

173

644

109.

The shaded part of the model represents a fraction. Another fraction was subtracted from the first fraction. Which expression does the model represent?

$\frac{11}{15}\ -\ \frac{1}{6}$

$\frac{11}{12}\ -\ \frac{6}{12}$

$\frac{6}{15}\ -\ \frac{4}{15}$

$\frac{11}{15}\ -\ \frac{2}{5}$

110.

Miss Edward's class took a survey about their favorite food. The model is shaded to show their choices.

What fraction of Miss Edward’s class chose pizza, hamburgers, or hot dogs?

$\frac{1}{12}$

$\frac{3}{21}$

$\frac{3}{12}$

$\frac{7}{12}$

111.

What multiplication equation does the picture show?

1 x $\frac{1}{4}$ = $\frac{1}{4}$

2 x 2 = 4

2 x $\frac{4}{4}$ = $\frac{8}{4}$

2 x $\frac{1}{4}$ = $\frac{2}{4}$

112.

Which equation matches the picture?

$\frac{3}{2}$ = 3 x $\frac{1}{2}$

$\frac{5}{2}$ = 5 x $\frac{1}{2}$

$\frac{8}{2}$ = 8 x $\frac{1}{2}$

$\frac{2}{2}$ = $\frac{1}{2}$ x $\frac{1}{2}$

113.

Stefani distributed 3/5 of the 20 packs of gum she purchased as party favors. Each pack of flavored gum is listed in the chart.

How many packs of gum did Stefani distribute as party favors?

18 packs

5 packs

15 packs

12 packs

114.

Kyle wrote a 9‐page report. Each square in the model above represents 1 page of Kyle’s report.

Kyle wrote 2/3 of the report on Tuesday. How many pages did Kyle write on Tuesday?

3 pages

1 page

6 pages

7 pages

115.

Darenda worked for 3 weeks. The shaded parts of the model represent the fraction of each week she worked from her home office.

Which expression can be used to determine the number of weeks Darenda worked from her home office over these 3 weeks?

116.

Weather delayed 4/6 of the 24 flights departing from an airport. All the departing flights are listed in the chart.
How many flights departing from the airport were delayed by weather?

117.

Angelina used $\frac{1}{3}$ of a bag of soil to fill 6 flowerpots. She filled each flowerpot with the same amount of soil.

How much soil did Angelina use to fill each flowerpot?

$\frac{1}{18}\ of\ a\ bag$

18 bags

$\frac{1}{2\ }of\ a\ bag$

2 bags

118.

Which model represents the expression $4\ \div\frac{1}{8}$ ?

119.

Harriett baked 3 cakes. She cut each cake into equal-size pieces. Each piece was $\frac{1}{9}$ of the cake.

Harriet had a total of (a) pieces after cutting the cake.

120.

The owner of a snow-cone stand used $\frac{1}{4}$ gallon of syrup to make 16 cherry snow cones. She used the same amount of syrup in each snow cone. How much syrup in gallons was used in each cherry snow cone?

$\frac{1}{4}gal$

4 gal

$\frac{1}{64}gal$

64 gal

121.

The model is shaded to represent the remaining one-half of a cake. Three friends will each receive an equal amount of the remaining cake until it is all gone.

Which equation can be used to determine the fraction of the whole cake each friend will receive?

$\frac{1}{2}x3=\frac{3}{2}$

$\frac{1}{2}x6=\frac{6}{2}$

$\frac{1}{2}\div3=\frac{1}{6}$

$\frac{1}{2}\div6=\frac{1}{12}$

122.

Tommy bought 3 cups of blueberries. He will eat $\frac{1}{2}$ cup of blueberries each day. How many days can Tommy eat the blueberries before they are all gone? (a)

123.

What is $\frac{1}{3}\div3$ ?

$\frac{1}{9}$

124.

A park bench is located 20 3/4 feet due north of an elm tree. A fountain is located 10 1/2 feet due south of the same elm tree. What is the distance in feet between the park bench and the fountain?

31 1/4 ft

30 1/4 ft

30 2/3 ft

10 ft

125.

Angelina used $\frac{1}{3}$ of a bag of soil to fill 6 flowerpots. She filled each flowerpot with the same amount of soil.

How much soil did Angelina use to fill each flowerpot?

$\frac{1}{18}\ of\ a\ bag$

18 bags

$\frac{1}{2\ }of\ a\ bag$

2 bags

126.

9 ÷ ½ =

1/18

18/1

9/2

127.

Find the quotient.
5 ÷ ⅙

5/6

1/30

1 and ⅙

128.

4 ÷ 1/4 = ??

129.

1/6 ÷ 3 =

1/18

1/16

130.

36 divided by 3/4

13 1/3

131.

Maddy has 2 cakes that she cuts into eighths. How many 1/8 size pieces does she have?

132.

6 people share 3/5 pounds of chocolate equally. What fraction of a pound of chocolates will each person receive?

1/10 pound

1/5 pound

10 pounds

133.

Which list is only composite numbers?

1, 3, 4

2, 4, 6

4, 6, 8

5, 6, 8

134.

Find the prime number.

135.

What number is the only even prime number?

136.

Which list contains exactly 2 prime numbers and 2 composite numbers?

12, 13, 14, 15

9, 10, 11, 12

11, 13, 13, 14

15, 16, 17, 18

137.

Jade was told to list all prime numbers between 30 and 50. Jade's list is shown:

31, 37, 41, 47

Which Prime number is missing from Jade's list?

138.

Out of the ten numbers listed below, how many of them are prime numbers?

1, 2, 3, 4, 5, 6, 7, 8, 9, 10

two

three

four

five

139.

Seth’s homework assignment is to write factor pairs that contain only composite numbers. Seth wrote four factor pairs for the number 132, as shown below. Which of Seth’s factor pairs contains only composite numbers?

6 × 22

11 × 12

3 x 44

2 x 66

140.

y = 10x

y = 10 + x

y = 10 - x

y = 0.1x

141.

Trevor and Laura are playing a game called “Guess the Rule.” Laura says a number and Trevor names a new number that is created using the rule he made. Trevor’s rule is to add 23 to Laura’s number. Which table shows the pattern using Trevor’s rule?

142.

y = 0.1 + x

y = 0.1x

y = 0.1- x

y = 10x

143.

A pet store owner will order dog beds for his shop. The relationship between x, the number of boxes he will order, and y, the number of dog beds he will receive, can be represented by the equation y = 12x.

Which table contains only values that represent the equation?

144.

The relationship between numbers in List X and List Y follows the rule y = x + 2.05 . Which diagram shows this relationship?

145.

Which table represents the equation y = 3x?

146.

The graph shown represents the rule y = x + 1.5.

Which table contains only values that represent the rule?

147.

The equation y = 1.5x can be used to determine y, the number of cups of water needed to cook x cups of rice. Which table shows the relationship between x and y?

148.

Which table of values does NOT represent y = x + 4.5?

149.

Jim plotted the following ordered pairs on a coordinate grid.

(1, 3) (3, 6) (7, 6) (9, 3)

150.

A table of ordered pairs is shown. Which graph best represents the ordered pairs?

151.

A table of ordered pairs is shown.

Which graph represents these ordered pairs?

152.

Customers at a gift shop receive free stickers for every

T-shirt they buy. The graph shows the relationship between x, the number of T-shirts customers buy, and y, the number of stickers customers receive.

Which table also represents this relationship?

153.

The table shows the x-values and y-values for a number pattern.

Which statement is true?

The pattern is multiplicative, because the values are 1.5 times the corresponding x-values.

The pattern is multiplicative, because the values are 6 more the corresponding x-values.

The pattern is additive, because the values are 1.5 times the corresponding x-values.

The pattern is additive, because the values are 6 more the corresponding x-values.

154.

The points on the graph represent a numerical pattern.

Which statement about the pattern represented on the graph true?

It is a multiplicative pattern because each y-coordinate has a higher value than the corresponding x-value.

It is a multiplicative pattern because each x-coordinate is multiplied by 5 to create the corresponding y-coordinate.

It is an additive pattern because each y-coordinate has a higher value than the corresponding x-value.

It is an additive pattern because each x-coordinate is increased by 4 to create the corresponding y-coordinate.

155.

A student graphs a point that is represented by the ordered pair (3, 0). In this ordered pair, what does the number 3 indicate?

The point is 3 units above 0 on the x-axis.

The point is 3 units above 0 on the y-axis.

The point is 3 units to the right of the 0 on the y-axis.

The point is 3 units to the right of the 0 on the x-axis.

156.

A student graphs a point that is represented by the ordered pair (3, 0). In this ordered pair, what does the number 3 indicate?

The point is 3 units above 0 on the x-axis.

The point is 3 units above 0 on the y-axis.

The point is 3 units to the right of the 0 on the y-axis.

The point is 3 units to the right of the 0 on the x-axis.

157.

A student will graph the point (5,3) on a coordinate grid. Which steps can at the student take in order to graph the point correctly?

Start at the origin. Move 5 units up. Move 3 units right. Graph the point.

Start at the origin. Move 5 units right. Move 3 units right. Graph the point.

Start at the origin. Move 5 units up. Move 3 units up. Graph the point.

Start at the origin. Move 5 units right. Move 3 units up. Graph the point.

158.

The graph shows three of the four vertices of parallelogram VWXY.

At which location on the coordinate grid could point Y be located?

(1.5, 6.5)

(6.5, 2)

(6.5, 1.5)

(2, 6.5)

159.

Henry used a number machine to create ordered pairs of numbers. Each number he put into the machine, x, came out as a different number, y, based on a rule. Some ordered pairs from Henry's machine are shown.

Which graph best represents the ordered pairs from Henry's number machine?