Free Printable Exercises on the First Term G5

1.

The number that lies in the hundredths place of 0.594 is

a)

4

b)

8

c)

9

d)

1

2.

If the decimal number 9.32 is multiplied by 10, the result will be

a)

0.932

b)

9.32

c)

93.2

d)

932

3.

7 + 0.3 + 0.05 + 0.009 equals

a)

9.537

b)

9.735

c)

7.359

d)

5.379

4.

7 + 0.2 + 6/100 + 9/1000 equals

a)

9.627

b)

7.269

c)

7.962

d)

9.726

5.

3.405 <

a)

2.678

b)

5.240

c)

3.240

d)

3.333

6.

Which of the following decimal fractions is the greatest?

a)

0.9

b)

0.91

c)

0.09

d)

9.5

7.

24.671 rounded to the nearest tenth is

a)

24.6

b)

24

c)

24.7

d)

25

8.

Using front-end estimation, the sum of 4.33 and 6.789 equals

a)

4

b)

10

c)

11

d)

11.119

9.

4.372 + 3.584 equals

a)

7.956

b)

8.686

c)

956

d)

7.659

10.

57 hundredths − 15 thousandths equals how many thousandths?

a)

42

b)

72

c)

556

d)

555

11.

Determine which of the following represents an equation

a)

2x + 6

b)

3x − 9

c)

4x + 2 = 16

d)

x + 36 − z

12.

The value of B in the equation 2.230 + B = 5.402 equals

a)

3.712

b)

3.17

c)

3.127

d)

3.172

13.

The number whose prime factors are 2, 2, and 5 is

a)

9

b)

12

c)

15

d)

20

14.

The greatest common factor (GCF) of 6 and 9 is

a)

3

b)

6

c)

15

d)

54

15.

Which of the following is not a multiple of 4?

a)

8

b)

16

c)

26

d)

48

16.

45 is the least common multiple (LCM) of which two numbers?

a)

4 and 7

b)

5 and 9

c)

4 and 5

d)

2 and 3

17.

(39 × 4) + (39 × 10) + (39 × 100) = 39 ×

a)

411

b)

141

c)

114

d)

4.11

18.

36 × 48 equals

a)

1,728

b)

1,872

c)

8,271

d)

8,721

19.

421 × 55 equals

a)

15,523

b)

15,325

c)

23,155

d)

23,551

20.

Estimate 42 × 88 by rounding to the nearest ten

a)

3,200

b)

3,600

c)

4,000

d)

3,300

21.

Find the number that when divided by 15 gives a quotient of 381 with a remainder of 7

a)

7,522

b)

7,225

c)

5,722

d)

5,227

22.

If 123 × 34 = 4,182, then 4,182 ÷ 34 equals

a)

123

b)

132

c)

321

d)

231

23.

Farah bought a shirt for 425 pounds, and Farida bought 12 shirts of the same type for 6,744 pounds. The increase in the price of the two shirts is

a)

112

b)

121

c)

137

d)

173

24.

9.6 × ........ = 960

a)

10

b)

100

c)

1,000

d)

0.1

25.

45 × 0.1 equals

a)

45

b)

4.5

c)

450

d)

0.45

26.

Omar bought 8 notebooks at 67.5 pounds each. The total amount Omar paid is

a)

45

b)

54

c)

450

d)

540

27.

0.3 × 0.7 equals

a)

0.21

b)

0.6

c)

2.1

d)

1.2

28.

5 kg equals how many grams?

a)

5

b)

50

c)

500

d)

5,000

29.

712.4 ml equals how many liters?

a)

71.24

b)

7.124

c)

712.4

d)

0.7124

30.

80 ÷ 0.8 equals

a)

1

b)

10

c)

100

d)

1,000

31.

Evaluate the expression (8 − 7) × 6 + 3 and choose the correct value.

a)

9

b)

10

c)

18

d)

24

32.

For the expression 5.5 × 3 + 5 − 8, choose the operation that should be performed first.

a)

addition

b)

subtraction

c)

multiplication

d)

division

33.

Write the fraction 257/1,000 as a decimal number.

a)

0.257

b)

2.57

c)

25.7

d)

0.275

34.

Find the result of 1.238 × 100.

a)

12.38

b)

123.8

c)

1,238

d)

0.1238

35.

Find the result of 8.45 ÷ 10.

a)

84.5

b)

0.845

c)

0.0845

d)

8.045

36.

A fruit seller distributes 8.945 kilograms of oranges equally into 10 bags. Choose the number of kilograms in each bag.

a)

0.8945 kg

b)

8.945 kg

c)

0.08945 kg

d)

0.9 kg

37.

Choose the correct expanded form of the decimal 3.702.

a)

3 + 0.7 + 0.002

b)

3 + 0.7 + 0.02

c)

3 + 0.07 + 0.2

d)

3 + 0.70 + 0.02

38.

Decompose the decimal number 2.981 into ones, tenths, hundredths, and thousandths.

a)

2 + 0.9 + 0.08 + 0.001

b)

2 + 0.9 + 0.08 + 0.01

c)

2 + 0.09 + 0.8 + 0.001

d)

2 + 0.9 + 0.8 + 0.001

39.

Form the number represented by (2 × 1) + (4 × 1/100) + (7 × 1/1,000).

a)

2.047

b)

2.470

c)

2.407

d)

2.074

40.

Compare the decimals 7.342 and 7.234. Choose the statement that is true.

a)

7.342 is greater than 7.234

b)

7.234 is greater than 7.342

c)

They are equal

d)

7.342 is less than 7.234

41.

Which number is greater: the decimal formed by 8 tenths, 5 hundredths, and 1 thousandth, or 8.501?

a)

The number with 8 tenths, 5 hundredths, and 1 thousandth

b)

8.501

c)

They are equal

d)

Neither can be compared

42.

Arrange these numbers in ascending order and choose the correct sequence: 4.236, 6.432, 4.632, 6.234.

a)

4.236, 4.632, 6.234, 6.432

b)

4.236, 6.234, 4.632, 6.432

c)

6.234, 4.236, 4.632, 6.432

d)

4.632, 4.236, 6.234, 6.432

43.

Round the number 9.487 to the nearest hundredth.

a)

9.48

b)

9.49

c)

9.50

d)

9.487

44.

Round the number 25.824 to the nearest unit (ones).

a)

25

b)

26

c)

27

d)

24

45.

Round the number 8.345 to the nearest thousandth.

a)

8.345

b)

8.346

c)

8.34

d)

8.35

46.

Estimate the addition 5.345 + 9.123 using your preferred strategy, then find the exact sum.

a)

14.468

b)

14.46

c)

14.5

d)

14.4680

47.

Find the result of addition using the shaded grid model shown: 0.25 + 0.35.

a)

0.50

b)

0.55

c)

0.60

d)

0.65

48.

Find the result of addition using the place value table shown: 4.523 + 5.213.

a)

9.736

b)

9.7360

c)

9.826

d)

9.7361

49.

Evaluate $(8 - 7) \times 6 + 3$ and choose the correct result.

a)

9

b)

10

c)

18

d)

24

50.

The first step in evaluating the value of the numerical expression $5.5 \times 3 + 5 - 8$ is to perform which operation?

a)

addition

b)

subtraction

c)

multiplication

d)

division

51.

Write the fraction $257/1000$ as a decimal number.

a)

0.257

b)

2.57

c)

0.0257

d)

25.7

52.

Find the result of $1.238 \times 100$ .

a)

12.38

b)

123.8

c)

1.238

d)

1238.0

53.

Find the result of $8.45 \div 10$ .

a)

0.845

b)

84.5

c)

0.0845

d)

8.45

54.

A fruit seller distributes $8.945$ kg of orange equally into $10$ bags. Calculate the number of kilograms in each bag.

a)

0.8945 kg

b)

0.894 kg

c)

0.08945 kg

d)

8.945 kg

55.

Write the decimal number $3.702$ in expanded form.

a)

$3 + 0.7 + 0.002$

b)

$3 + 0.07 + 0.2$

c)

$3 + 7 + 2/1000$

d)

$3.7 + 0.02$

56.

Decompose the decimal number $2.981$ .

a)

$2 + 0.9 + 0.08 + 0.001$

b)

$2 + 0.98 + 0.01$

c)

$2 + 0.90 + 0.08$

d)

$2 + 9 + 81/1000$

57.

Form the number given by $(2 \times 1) + (4 \times 1/100) + (7 \times 1/1000)$ .

a)

2.047

b)

2.407

c)

2.074

d)

2.47

58.

Compare the two decimal numbers $7.342$ and $7.234$ . Choose the correct statement.

a)

$7.342 > 7.234$

b)

$7.342 < 7.234$

c)

$7.342 = 7.234$

59.

Compare the number made of 8 tenths, 5 hundredths, and 7 thousandths with $8.501$ . Choose the correct statement.

a)

$0.857 < 8.501$

b)

$0.857 > 8.501$

c)

$0.857 = 8.501$

60.

Arrange in ascending order: $4.236$ , $6.432$ , $4.632$ , and $6.234$ .

a)

$4.236$ , $4.632$ , $6.234$ , $6.432$

b)

$4.632$ , $4.236$ , $6.432$ , $6.234$

c)

$6.234$ , $6.432$ , $4.236$ , $4.632$

d)

$4.236$ , $6.234$ , $4.632$ , $6.432$

61.

Round $9.487$ to the nearest hundredth.

a)

9.48

b)

9.49

c)

9.50

d)

9.487

62.

Round $25.824$ to the nearest unit.

a)

25

b)

26

c)

24

d)

27

63.

Round $8.345$ to the nearest thousandth.

a)

8.34

b)

8.35

c)

8.345

d)

8.346

64.

Estimate the addition $5.345 + 9.123$ using your preferred strategy, then find the sum. Choose the correct pair.

a)

Estimate $14$ ; exact sum $14.468$

b)

Estimate $15$ ; exact sum $14.468$

c)

Estimate $14.5$ ; exact sum $14.458$

d)

Estimate $13$ ; exact sum $14.468$

65.

Find the result of addition using the model: $0.25 + 0.35$ .

a)

0.60

b)

0.50

c)

0.55

d)

0.75

66.

Find the result of addition using the place value table: $4.523 + 5.213$ .

a)

9.736

b)

9.7360

c)

9.7363

d)

9.723

67.

Find the result of addition using the standard algorithm: $6.308 + 3.510$ .

a)

$9.818$

b)

$9.718$

c)

$9.808$

d)

$9.831$

68.

Find the result of addition using the standard algorithm: $34.234 + 25.560$ .

a)

$59.704$

b)

$59.794$

c)

$58.794$

d)

$60.094$

69.

Find the result of subtraction of the following using the model: $0.83 - 0.33$ .

a)

$0.53$

b)

$0.50$

c)

$0.60$

d)

$0.03$

70.

Find the result of a subtraction of the following using the place value table: $55.834 - 45.234$ .

a)

$10.6$

b)

$10.7$

c)

$9.6$

d)

$10.04$

71.

Find the result of subtraction of the following using the standard algorithm: $4.321 - 2.610$ .

a)

$1.711$

b)

$1.721$

c)

$2.711$

d)

$1.701$

72.

Find the result of subtraction of the following using the standard algorithm: $47.328 - 12.170$ .

a)

$34.158$

b)

$35.158$

c)

$35.208$

d)

$36.158$

73.

Mona bought $5.75$ kg of apple; Laila bought $7.32$ kg of orange. Estimate the difference between the two masses, then find the actual difference between the two masses.

a)

Estimate: $1$ kg; Actual: $1.57$ kg

b)

Estimate: $2$ kg; Actual: $1.57$ kg

c)

Estimate: $1$ kg; Actual: $1.27$ kg

d)

Estimate: $2$ kg; Actual: $1.27$ kg

74.

If the distance between the school of Samir and his house is $45.924$ km, and he covered a distance $24.532$ km of them by bus, calculate the remaining distance from his road.

a)

$21.392$ km

b)

$20.392$ km

c)

$22.392$ km

d)

$21.492$ km

75.

Write the equation that expresses the sum of the two numbers $23.194$ and $15.06$ .

a)

$23.194 + 15.06 = 38.254$

b)

$23.194 + 15.06 = 37.254$

c)

$23.194 + 15.06 = 39.254$

d)

$23.194 + 15.06 = 38.204$

76.

Find the value of the variable in each of the following: $X - 1.56 = 2.67$ .

a)

$X = 4.23$

b)

$X = 4.13$

c)

$X = 3.23$

d)

$X = 2.11$

77.

Find the value of the variable in each of the following: $6.234 + N = 9.145$ .

a)

$N = 2.901$

b)

$N = 2.911$

c)

$N = 2.921$

d)

$N = 2.941$

78.

Find the value of the unknown in the following equations using the model: $D - 2.405 = 3.712$ .

a)

$D = 6.107$

b)

$D = 6.117$

c)

$D = 6.127$

d)

$D = 6.217$

79.

Find the value of the unknown in the following equations using the model: $5.391 + N = 8.207$ .

a)

$N = 2.806$

b)

$N = 2.816$

c)

$N = 2.826$

d)

$N = 2.836$

80.

Decompose the following numbers, then find the greatest common factor (GCF) and the Least Common Multiple (L.C.M) of each pair of numbers: $6$ and $9$ . Select the correct GCF and LCM.

a)

GCF $= 3$ , LCM $= 18$

b)

GCF $= 6$ , LCM $= 9$

c)

GCF $= 2$ , LCM $= 27$

d)

GCF $= 1$ , LCM $= 54$

81.

Decompose the following numbers, then find the greatest common factor (GCF) and the Least Common Multiple (L.C.M) of each pair of numbers: $15$ and $35$ . Select the correct GCF and LCM.

a)

GCF $= 5$ , LCM $= 105$

b)

GCF $= 10$ , LCM $= 35$

c)

GCF $= 3$ , LCM $= 90$

d)

GCF $= 7$ , LCM $= 70$

82.

Decompose the following numbers, then find the greatest common factor (GCF) and the Least Common Multiple (L.C.M) of each pair of numbers: $12$ and $16$ . Select the correct GCF and LCM.

a)

GCF $= 4$ , LCM $= 48$

b)

GCF $= 2$ , LCM $= 96$

c)

GCF $= 8$ , LCM $= 24$

d)

GCF $= 6$ , LCM $= 32$

83.

Decompose the following numbers, then find the greatest common factor (GCF) and the Least Common Multiple (L.C.M) of each pair of numbers: $14$ and $21$ . Select the correct GCF and LCM.

a)

GCF $= 7$ , LCM $= 42$

b)

GCF $= 3$ , LCM $= 63$

c)

GCF $= 2$ , LCM $= 84$

d)

GCF $= 1$ , LCM $= 294$

84.

Find the greatest common factor (GCF) and the Least Common Multiple (L.C.M) of the two numbers: $6$ and $12$ . Select the correct GCF and LCM.

a)

GCF $= 6$ , LCM $= 12$

b)

GCF $= 3$ , LCM $= 24$

c)

GCF $= 2$ , LCM $= 36$

d)

GCF $= 12$ , LCM $= 6$

85.

Seham wants to distribute $24$ pieces of chocolate and $36$ pieces of candy equally among a set of her friends. What is the greatest number of friends in which she can distribute the chocolates and the candies equally among them?

a)

$6$

b)

$8$

c)

$12$

d)

$18$

86.

Use the opposite rectangle area model to find the result of: $24 \times 37$ .

a)

$768$

b)

$888$

c)

$918$

d)

$828$

87.

Use the opposite rectangle area model to find the result of: $246 \times 16$ .

a)

$3,936$

b)

$3,826$

c)

$3,946$

d)

$3,876$

88.

Using the distributive property, find the product of: $43 \times 72$ .

a)

$2,916$

b)

$3,096$

c)

$3,196$

d)

$3,036$

89.

Using the distributive property, find the product of: $52 \times 37$ .

a)

$1,824$

b)

$1,924$

c)

$1,964$

d)

$2,024$

90.

Find the result of the following using the standard algorithm: $12 \times 23$ .

a)

$246$

b)

$276$

c)

$296$

d)

$266$

91.

Find the result of the following using the standard algorithm: $342 \times 73$ .

a)

$24,876$

b)

$24,966$

c)

$24,696$

d)

$23,966$

92.

Find the result of the following using the standard algorithm: $467 \times 45$ .

a)

$20,915$

b)

$21,015$

c)

$21,105$

d)

$20,815$

93.

Find the result of the following using the standard algorithm: $276 \times 31$ .

a)

$8,456$

b)

$8,556$

c)

$8,646$

d)

$8,356$

94.

Find the result of the following using three different strategies: $13 \times 67$ .

a)

$861$

b)

$871$

c)

$881$

d)

$891$

95.

Find the result of the following using three different strategies: $456 \times 91$ .

a)

$41,196$

b)

$41,496$

c)

$40,596$

d)

$41,696$

96.

Joudy has $8,645$ pounds, she bought $24$ pens, if the price of one pen equals $342$ pounds, how much money remains with Joudy?

a)

$437$ pounds

b)

$438$ pounds

c)

$342$ pounds

d)

$238$ pounds

97.

What is the number, when it divided by $44$ , the quotient equals $213$ ?

a)

$9,132$

b)

$9,372$

c)

$9,342$

d)

$9,312$

98.

Use the rectangle area model to find the quotient of: $53,325 \div 25$ .

a)

$2,133$

b)

$2,153$

c)

$2,303$

d)

$2,123$

99.

Find the estimated result of the following division operations, then compare to the actual result using the rectangle area model: $6,984 \div 12$ .

a)

Quotient $= 572$

b)

Quotient $= 582$

c)

Quotient $= 592$

d)

Quotient $= 562$

100.

Find the estimated result of the following division operations, then compare to the actual result using the rectangle area model: $1,763 \div 43$ .

a)

Quotient $= 40$

b)

Quotient $= 41$

c)

Quotient $= 42$

d)

Quotient $= 39$

101.

Find the quotient for each of the following and the remainder, if exists, using the standard algorithm, then check your answer using the multiplication operation: $819 \div 14$ .

a)

Quotient $= 58$ , Remainder $= 7$

b)

Quotient $= 57$ , Remainder $= 9$

c)

Quotient $= 59$ , Remainder $= 3$

d)

Quotient $= 60$ , Remainder $= 9$

102.

Find the quotient for each of the following and the remainder, if exists, using the standard algorithm, then check your answer using the multiplication operation: $9,200 \div 25$ .

a)

Quotient $= 368$ , Remainder $= 0$

b)

Quotient $= 360$ , Remainder $= 20$

c)

Quotient $= 370$ , Remainder $= 0$

d)

Quotient $= 365$ , Remainder $= 5$

103.

Find the quotient for each of the following and the remainder, if exists, using the standard algorithm, then check your answer using the multiplication operation: $2,880 \div 12$ .

a)

Quotient $= 240$ , Remainder $= 0$

b)

Quotient $= 238$ , Remainder $= 4$

c)

Quotient $= 242$ , Remainder $= 0$

d)

Quotient $= 230$ , Remainder $= 10$

104.

Find the quotient for each of the following and the remainder, if exists, using the standard algorithm, then check your answer using the multiplication operation: $13,968 \div 24$ .

a)

Quotient $= 582$ , Remainder $= 0$

b)

Quotient $= 586$ , Remainder $= 0$

c)

Quotient $= 580$ , Remainder $= 8$

d)

Quotient $= 572$ , Remainder $= 0$

105.

Ahmed wants to distribute $14,625$ pounds equally among $45$ workers. Find the number of pounds for each worker.

a)

$315$

b)

$325$

c)

$335$

d)

$345$

106.

What is the number, when it divided by $33$ , the quotient equals $546$ ?

a)

$18,018$

b)

$18,108$

c)

$18,081$

d)

$18,180$

107.

If the price of one pen is $34.55$ pounds, what is the price of $100$ pens of the same type?

a)

$345.5$ pounds

b)

$3,455$ pounds

c)

$34,550$ pounds

d)

$3,545$ pounds

108.

Compare the results of the following multiplication: $(56.3 \times 0.01)$ and $(5.63 \times 100)$ . Select the true statement.

a)

$56.3 \times 0.01$ is greater

b)

$5.63 \times 100$ is greater

c)

They are equal

d)

Both are less than $1$

109.

Find the result of the following: $3.5 \times 5$ .

a)

$16.5$

b)

$17.5$

c)

$18.5$

d)

$15.5$

110.

Find the result of the following: $7.31 \times 8$ .

a)

$58.08$

b)

$58.48$

c)

$57.48$

d)

$59.48$

111.

Find the result of the following: $2.71 \times 24$ .

a)

$64.04$

b)

$65.04$

c)

$66.04$

d)

$63.04$

112.

Find the result of the following: $0.3 \times 0.2$ .

a)

$0.04$

b)

$0.06$

c)

$0.08$

d)

$0.02$

113.

Find the result of the following: $0.6 \times 0.3$ .

a)

$0.18$

b)

$0.16$

c)

$0.12$

d)

$0.20$

114.

Find the result of the following: $0.9 \times 0.5$ .

a)

$0.35$

b)

$0.40$

c)

$0.45$

d)

$0.50$

115.

Compare the results of the following multiplication: $65$ and $(23.91 \times 3)$ . Select the true statement.

a)

$65$ is greater

b)

They are equal

c)

$(23.91 \times 3)$ is greater

d)

Cannot be compared

116.

Compare the results of the following multiplication: $(4.23 \times 3)$ and $(32.4 \times 2)$ . Select the true statement.

a)

$(4.23 \times 3)$ is greater

b)

They are equal

c)

$(32.4 \times 2)$ is greater

d)

Both are less than $20$

117.

Use the model to find the product $1.3 \times 0.8$ based on the shaded hundredths grid that represents 1.3 by 0.8.

a)

0.104

b)

1.04

c)

10.4

d)

0.804

118.

Use the model to find the product $1.8 \times 0.6$ based on the shaded hundredths grid that represents 1.8 by 0.6.

a)

0.108

b)

1.08

c)

10.8

d)

0.96

119.

Find the result using the rectangle area model: $5.1 \times 4.7$ .

a)

23.97

b)

24.57

c)

2.397

d)

25.17

120.

Find the result using the rectangle area model: $7.31 \times 3.1$ .

a)

2.2661

b)

22.661

c)

226.61

d)

23.761

121.

Find the result using the standard algorithm: $3.52 \times 1.7$ .

a)

5.984

b)

6.084

c)

5.948

d)

5.894

122.

Find the result using the standard algorithm: $0.62 \times 6.4$ .

a)

3.968

b)

3.698

c)

4.008

d)

3.862

123.

Find the result using the standard algorithm: $4.53 \times 3.2$ .

a)

14.496

b)

14.946

c)

13.856

d)

15.096

124.

Find the result: $589.5 \div 30$ .

a)

1.965

b)

19.65

c)

196.5

d)

0.1965

125.

Find the result: $36.327 \div 0.1$ .

a)

3.6327

b)

36.327

c)

363.27

d)

0.036327

126.

A car covered a distance of 678.23 km per day. What is the distance covered in 10 days?

a)

678.23 km

b)

6,782.3 km

c)

67,823 km

d)

678.23 m

127.

Laila needs to fill cups of water each of capacity 0.6 liter. How many cups can she fill using a bottle of water of capacity 3.6 liter?

a)

5 cups

b)

6 cups

c)

7 cups

d)

8 cups

128.

Write the numerical expression that represents the following problem and then evaluate it: Subtract 3.4 from 5.8, then divide the result by 3. What is the value?

a)

0.6

b)

0.8

c)

1.8

d)

2.4

129.

Walid says that the rule for the pattern 5, 10, 15, 20, 25, 30, ... is n + 5. Do you agree or disagree with him, and why?

a)

Agree; the rule is add 5 each time

b)

Disagree; the rule is add 5 each time

c)

Agree; the correct rule is n + 5 for each step

d)

Disagree; the rule is subtract 5 each time

Exercises on the First Term G5 - Mathematics (Primary Five)

Total questions: 129

Worksheet time: 1hrs 5mins

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