Free Printable Math Trivia Reviewer: Place Value & Numbers

1.

PLACE VALUE & NUMBERS — WHAT: What is the value of 6 in 46,812?

a)

6

b)

600

c)

6,000

d)

60,000

2.

PLACE VALUE & NUMBERS — WHAT: What number is 1 less than 30,000?

a)

29,998

b)

29,999

c)

30,001

d)

28,999

3.

PLACE VALUE & NUMBERS — WHAT: What is the expanded form of 64,309?

a)

60,000 + 4,000 + 300 + 9

b)

6,000 + 40,000 + 30 + 9

c)

60,000 + 400 + 3,000 + 9

d)

64,000 + 300 + 9

4.

PLACE VALUE & NUMBERS — WHAT: What digit is in the ten-thousands place in 85,612?

a)

8

b)

5

c)

6

d)

2

5.

PLACE VALUE & NUMBERS — WHAT: What is the smallest 4-digit number?

a)

1,000

b)

1,001

c)

999

d)

900

6.

PLACE VALUE & NUMBERS — WHAT: What is the standard form of 50,000 + 900 + 40 + 2?

a)

50,942

b)

50,904

c)

50,492

d)

50,940

7.

PLACE VALUE & NUMBERS — WHAT: What is the value of 4 in 94,110?

a)

4

b)

40

c)

4,000

d)

40,000

8.

PLACE VALUE & NUMBERS — WHAT: What number is 10 more than 54,320?

a)

54,330

b)

54,340

c)

54,325

d)

54,310

9.

PLACE VALUE & NUMBERS — WHAT: What is the place value of the underlined digit in 74,823?

a)

4

b)

40

c)

400

d)

4,000

10.

PLACE VALUE & NUMBERS — WHAT: What number comes right after 19,999?

a)

19,998

b)

19,999

c)

20,000

d)

20,001

11.

PLACE VALUE & NUMBERS — WHAT: What is the greatest 4-digit number?

a)

9,900

b)

9,999

c)

10,000

d)

9,990

12.

PLACE VALUE & NUMBERS — WHAT: What number is formed by 30,000 + 900 + 80 + 1?

a)

30,981

b)

30,918

c)

30,891

d)

30,091

13.

PLACE VALUE & NUMBERS — WHAT: What digit is in the hundreds place in 44,781?

a)

4

b)

7

c)

8

d)

1

14.

PLACE VALUE & NUMBERS — WHAT: What is the value of the 3 in 13,504?

a)

3

b)

30

c)

300

d)

3,000

15.

PLACE VALUE & NUMBERS — WHAT: What do we call digits arranged in increasing patterns?

a)

Patterns

b)

Groups

c)

Periods

d)

Ranges

16.

PLACE VALUE & NUMBERS — WHO: Who reads large numbers using place-value periods?

a)

Students

b)

Cashiers

c)

Statisticians

d)

Researchers

17.

PLACE VALUE & NUMBERS — WHO: Who uses place value when counting money?

a)

Cashiers

b)

Statisticians

c)

Researchers

d)

Students

18.

PLACE VALUE & NUMBERS — WHO: Who reads population numbers in thousands and millions?

a)

Statisticians

b)

Cashiers

c)

Teachers

d)

Shoppers

19.

PLACE VALUE & NUMBERS — WHO: Who organizes numbers from least to greatest in surveys?

a)

Researchers

b)

Students

c)

Cashiers

d)

Scientists

20.

PLACE VALUE & NUMBERS — WHO: Who orders numbers in data tables?

a)

Analysts or teachers

b)

Students

c)

Cashiers

d)

Statisticians

21.

PLACE VALUE & NUMBERS — WHEN: When is a number rounded up?

a)

When the next digit is 5 or more

b)

When the next digit is 4 or less

c)

When the number is odd

d)

When zeros are at the end

22.

PLACE VALUE & NUMBERS — WHEN: When do we say numbers are equal?

a)

When they have the same value

b)

When one has more digits

c)

When both are even

d)

When commas are used

23.

PLACE VALUE & NUMBERS — WHEN: When is rounding helpful?

a)

When estimating

b)

When writing stories

c)

When coloring

d)

When measuring only exact values

24.

PLACE VALUE & NUMBERS — WHEN: When does the value of a digit increase?

a)

When it moves left

b)

When it moves right

c)

When it moves up

d)

When it moves down

25.

PLACE VALUE & NUMBERS — WHEN: When is a number considered odd?

a)

When it ends in 0, 2, 4, 6, 8

b)

When it is divisible by 2

c)

When it is a prime

d)

When it ends in 1, 3, 5, 7, 9

26.

PLACE VALUE & NUMBERS — WHERE: Where do we find the digit showing thousands in 72,391?

a)

First digit from the right

b)

Second digit from the right

c)

Third digit from the right

d)

Fourth digit from the right

27.

PLACE VALUE & NUMBERS — WHERE: Where can we see numbers written in millions?

a)

Population charts

b)

Price tags

c)

Number lines

d)

Calendars

28.

PLACE VALUE & NUMBERS — WHERE: Where do we use place value in daily life?

a)

Grocery prices only

b)

Money, bills, dates, and measurements

c)

Playground games

d)

Weather only

29.

PLACE VALUE & NUMBERS — WHERE: Where do we see 5-digit numbers often?

a)

Storybooks

b)

Price tags in appliance stores

c)

Road speed signs

d)

Shoe sizes

30.

PLACE VALUE & NUMBERS — WHERE: Where can we find patterns in numbers?

a)

Calendars and number charts

b)

Novels

c)

Music sheets

d)

Snack labels

31.

PLACE VALUE & NUMBERS — WHY: Why do we group digits in threes?

a)

To read numbers easily

b)

To make numbers longer

c)

To hide digits

d)

To remove commas

32.

PLACE VALUE & NUMBERS — WHY: Why do we write commas in numbers?

a)

To separate place-value periods

b)

To decorate the page

c)

To show odd digits

d)

To mark the middle

33.

PLACE VALUE & NUMBERS — WHY: Why is place value important?

a)

It helps us understand digit value

b)

It makes numbers random

c)

It only helps with counting by twos

d)

It removes zeros

34.

PLACE VALUE & NUMBERS — WHY: Why do numbers ending in 0, 2, 4, 6, 8 count as even?

a)

Because they are prime

b)

Because that’s the even pattern

c)

Because they have commas

d)

Because they are odd

35.

PLACE VALUE & NUMBERS — WHY: Why do we compare numbers?

a)

To know which is larger or smaller

b)

To make numbers harder

c)

To remove digits

d)

To change place values

36.

PLACE VALUE & NUMBERS — HOW MANY / HOW MUCH: How many digits are in 98,204?

a)

4

b)

5

c)

6

d)

3

37.

PLACE VALUE & NUMBERS — HOW MANY / HOW MUCH: How much is the value of 9 in 29,576?

a)

9

b)

90

c)

900

d)

9,000

38.

PLACE VALUE & NUMBERS — HOW MANY / HOW MUCH: How many thousands are in 47,000?

a)

4

b)

47

c)

470

d)

7

39.

PLACE VALUE & NUMBERS — HOW MANY / HOW MUCH: How much greater is 80,000 than 70,000?

a)

1,000

b)

10,000

c)

100,000

d)

5,000

40.

PLACE VALUE & NUMBERS — HOW MANY / HOW MUCH: How many numbers come between 10,000 and 10,010?

a)

10

b)

9

c)

11

d)

8

41.

PLACE VALUE & NUMBERS — HOW MANY / HOW MUCH: How many hundreds are in 63,000?

a)

63

b)

630

c)

6,300

d)

600

42.

PLACE VALUE & NUMBERS — HOW MANY / HOW MUCH: How much is 100 less than 32,500?

a)

32,400

b)

32,499

c)

32,600

d)

32,300

43.

PLACE VALUE & NUMBERS — HOW MANY / HOW MUCH: How many ten-thousands are in 90,000?

a)

90

b)

9

c)

900

d)

1

44.

PLACE VALUE & NUMBERS — HOW MANY / HOW MUCH: How much is the value of 2 in 52,678?

a)

2

b)

20

c)

200

d)

2,000

45.

PLACE VALUE & NUMBERS — HOW MANY / HOW MUCH: How many digits are in 48,213?

a)

4

b)

5

c)

6

d)

3

46.

WHAT: What is the sum of $4,320 + 600$ ?

a)

4,920

b)

4,820

c)

4,700

d)

5,020

47.

WHAT: What do you call the answer in an addition sentence?

a)

Sum

b)

Difference

c)

Product

d)

Quotient

48.

WHAT: What is the difference between $9,000$ and $4,500$ ?

a)

4,500

b)

5,500

c)

3,500

d)

4,400

49.

WHAT: What number do you get when you add $2,345$ and $3,000$ ?

a)

5,345

b)

5,245

c)

5,355

d)

5,365

50.

WHAT: What operation is used to find “how many more”?

a)

Subtraction

b)

Addition

c)

Multiplication

d)

Division

51.

WHAT: What is $7,500 - 2,050$ ?

a)

5,450

b)

5,350

c)

5,540

d)

5,400

52.

WHAT: What is $3,004 + 2,006$ ?

a)

5,010

b)

5,000

c)

5,014

d)

5,006

53.

WHAT: What is the missing number: $8,000 - \_\_\_ = 6,500$ ?

a)

1,500

b)

1,600

c)

1,400

d)

1,300

54.

WHAT: What is $5,600 + 399$ ?

a)

5,999

b)

5,989

c)

5,990

d)

5,998

55.

WHAT: What number added to $4,000$ equals $6,500$ ?

a)

2,500

b)

2,400

c)

2,600

d)

2,550

56.

WHAT: What do you call numbers being added?

a)

Addends

b)

Factors

c)

Terms

d)

Digits

57.

WHAT: What is the difference of $10,000 - 999$ ?

a)

9,001

b)

9,101

c)

9,000

d)

9,099

58.

WHAT: What is 1 more than $5,678$ ?

a)

5,679

b)

5,678

c)

5,689

d)

5,680

59.

WHAT: What is 1 less than $4,200$ ?

a)

4,199

b)

4,201

c)

4,190

d)

4,209

60.

WHAT: What is the sum of the smallest 4-digit number and $500$ ?

a)

1,500

b)

1,400

c)

1,050

d)

1,501

61.

WHO: Who uses addition to total sales?

a)

Cashiers

b)

Librarians

c)

Gardeners

d)

Pilots

62.

WHO: Who uses subtraction to check attendance?

a)

Teachers

b)

Chefs

c)

Carpenters

d)

Mechanics

63.

WHO: Who adds distance traveled in trips?

a)

Drivers

b)

Actors

c)

Painters

d)

Dentists

64.

WHO: Who subtracts ingredients to plan recipes?

a)

Cooks

b)

Farmers

c)

Firefighters

d)

Photographers

65.

WHO: Who uses addition when counting ballots or votes?

a)

Election officers

b)

Musicians

c)

Zookeepers

d)

Lifeguards

66.

WHEN: When do we add numbers?

a)

When finding a total

b)

When comparing shapes

c)

When labeling maps

d)

When drawing charts

67.

WHEN: When do we subtract numbers?

a)

When finding how many are left

b)

When listing names

c)

When measuring temperature every hour

d)

When choosing colors

68.

WHEN: When is regrouping needed?

a)

When the digits are not enough to subtract

b)

When all digits are zeros

c)

When numbers are already equal

d)

When adding only tens

69.

WHEN: When do we estimate sums?

a)

When we need quick answers

b)

When writing stories

c)

When building models

d)

When memorizing facts

70.

WHEN: When is subtraction used more than addition?

a)

When comparing amounts

b)

When counting by twos

c)

When sorting colors

d)

When naming shapes

71.

WHERE: Where do we see addition in real life?

a)

Shopping, bills, schoolwork

b)

Only in science labs

c)

Only on vacations

d)

Only in art museums

72.

WHERE: Where is subtraction used when preparing food?

a)

Measuring ingredients

b)

Setting the table

c)

Washing dishes

d)

Serving guests

73.

WHERE: Where do we add numbers daily?

a)

Schedules, money, time records

b)

Only during holidays

c)

Only in sports practice

d)

Only at bedtime

74.

WHERE: Where can we find subtraction in games?

a)

Scoreboards

b)

Team jerseys

c)

Locker rooms

d)

Concession stands

75.

WHERE: Where is addition useful for travel?

a)

Computing total distance

b)

Packing luggage

c)

Buying souvenirs

d)

Taking photos

76.

WHY: Why do we check answers using the opposite operation?

a)

To verify accuracy

b)

To make questions longer

c)

To change the topic

d)

To avoid estimating

77.

WHY: Why do we subtract when comparing numbers?

a)

To see the difference

b)

To find the perimeter

c)

To list even numbers

d)

To draw a graph

78.

WHY: Why do we round numbers before adding?

a)

To estimate easily

b)

To make the sum smaller

c)

To skip regrouping always

d)

To avoid using place value

79.

WHY: Why is addition easier with number patterns?

a)

It shortens the process

b)

It removes all regrouping

c)

It makes numbers random

d)

It hides the answer

80.

WHY: Why does subtraction help with budgeting?

a)

It shows remaining money

b)

It increases prices automatically

c)

It rounds every cost up

d)

It counts items twice

81.

HOW MANY / HOW MUCH: How much is $3,215 + 4,000$ ?

a)

7,215

b)

7,105

c)

7,315

d)

7,205

82.

HOW MANY / HOW MUCH: How many are left if $9,800 - 2,300$ ?

a)

7,500

b)

7,600

c)

7,400

d)

7,550

83.

HOW MANY / HOW MUCH: How many more is $6,500$ than $5,480$ ?

a)

1,020

b)

1,010

c)

1,100

d)

980

84.

HOW MANY / HOW MUCH: How much is the sum of $2,999$ and $2,001$ ?

a)

5,000

b)

4,900

c)

5,010

d)

4,999

85.

HOW MANY / HOW MUCH: How much greater is $12,000$ than $7,000$ ?

a)

5,000

b)

4,000

c)

6,000

d)

5,500

86.

HOW MANY / HOW MUCH: How many meters are left if you walk $450$ out of $1,000$ meters?

a)

550 meters

b)

650 meters

c)

500 meters

d)

450 meters

87.

HOW MANY / HOW MUCH: How many does $5,432$ need to reach $6,000$ ?

a)

568

b)

578

c)

588

d)

598

88.

HOW MANY / HOW MUCH: How much is $10,500 - 4,499$ ?

a)

6,001

b)

6,011

c)

6,101

d)

5,999

89.

HOW MANY / HOW MUCH: How many more students are needed to reach $300$ if there are $287$ now?

a)

13

b)

12

c)

14

d)

15

90.

HOW MANY / HOW MUCH: How much is $3,800 + 3,800$ ?

a)

7,600

b)

7,700

c)

7,500

d)

7,800

91.

What is the product of $125 \times 2$ ?

a)

150

b)

250

c)

225

d)

275

92.

What do you call the numbers being multiplied?

a)

Addends

b)

Factors

c)

Quotients

d)

Divisors

93.

What operation helps us find equal groups quicker than addition?

a)

Subtraction

b)

Division

c)

Multiplication

d)

Addition

94.

What is the quotient of $360 \div 6$ ?

a)

50

b)

60

c)

70

d)

65

95.

What do you call the answer in multiplication?

a)

Quotient

b)

Sum

c)

Product

d)

Difference

96.

What do you call the answer in division?

a)

Sum

b)

Quotient

c)

Product

d)

Dividend

97.

What is $45 \div 5$ ?

a)

8

b)

9

c)

10

d)

7

98.

What is $12 \times 8$ ?

a)

86

b)

96

c)

108

d)

88

99.

What is the missing factor in $7 \times \_\_\_ = 56$ ?

a)

6

b)

7

c)

8

d)

9

100.

What is $144 \div 12$ ?

a)

10

b)

11

c)

12

d)

13

101.

What do you call the number being divided?

a)

Divisor

b)

Dividend

c)

Quotient

d)

Remainder

102.

What is the number we divide by?

a)

Dividend

b)

Divisor

c)

Quotient

d)

Factor

103.

What is the product of the greatest one-digit number and 11?

a)

88

b)

99

c)

100

d)

111

104.

What is $6 \times 9$ ?

a)

45

b)

54

c)

63

d)

48

105.

Which division sentence matches $4 \times 7 = 28$ ?

a)

$28 \div 4 = 8$

b)

$28 \div 7 = 4$

c)

$28 \div 6 = 7$

d)

$28 \div 5 = 6$

106.

Who uses multiplication to compute total cost?

a)

Librarians

b)

Cashiers

c)

Gardeners

d)

Pilots

107.

Who uses division to split items evenly among people?

a)

Teachers or parents

b)

Artists

c)

Mechanics

d)

Lifeguards

108.

Who might multiply rows and columns to find areas?

a)

Engineers

b)

Chefs

c)

Nurses

d)

Dentists

109.

Who uses equal sharing in real life?

a)

Cooks or servers

b)

Plumbers

c)

Authors

d)

Athletes

110.

Who divides items into equal sets in packaging?

a)

Factory workers

b)

Musicians

c)

Farmers

d)

Drivers

111.

When do we use division?

a)

When counting by ones

b)

When sharing or grouping equally

c)

When measuring time

d)

When estimating

112.

When do we multiply instead of adding?

a)

When adding repeated equal groups

b)

When comparing fractions

c)

When rounding numbers

d)

When subtracting repeatedly

113.

When does multiplication give a larger product?

a)

When one factor is 0

b)

When both factors are greater than 1

c)

When one factor is negative

d)

When factors are fractions less than 1

114.

When does division result in zero remainder?

a)

When numbers divide evenly

b)

When the divisor is larger than the dividend

c)

When the dividend is odd

d)

When the quotient is 1

115.

When do we say a multiplication fact is related to a division fact?

a)

When they have different numbers

b)

When they use the same numbers

c)

When they are both even

d)

When they both equal zero

116.

Where do we see arrays in real life?

a)

Egg trays, windows, seating rows

b)

Books, pencils, erasers

c)

Roads, cars, trees

d)

Clouds, rain, snow

117.

Where is division used in school?

a)

Sharing materials

b)

Writing stories

c)

Painting pictures

d)

Playing instruments

118.

Where is multiplication seen in nature?

a)

Flower petals and patterns

b)

Mountain heights

c)

Ocean waves only

d)

Animal sounds

119.

Where can we find equal groups?

a)

Packs, sets, bundles

b)

Only in classrooms

c)

Just in sports

d)

Only on farms

120.

Where is multiplication used daily?

a)

Buying items in groups

b)

Checking the weather

c)

Reading books

d)

Walking to school

121.

Why is multiplication faster than repeated addition?

a)

It makes numbers smaller

b)

It shortens the process

c)

It uses fewer digits

d)

It removes remainders

122.

Why do we divide numbers?

a)

To share fairly or separate into groups

b)

To find perimeters

c)

To label shapes

d)

To memorize facts

123.

Why is it important to memorize multiplication facts?

a)

To solve quickly

b)

To write neatly

c)

To color better

d)

To run faster

124.

Why does multiplying by 1 keep the number the same?

a)

One group of a number is itself

b)

One is larger than all numbers

c)

One removes remainders

d)

One changes place value

125.

Why does dividing by 1 keep the number unchanged?

a)

Only one group exists

b)

The quotient becomes zero

c)

The divisor gets bigger

d)

The remainder increases

126.

How many is 9 groups of 8?

a)

64

b)

72

c)

81

d)

56

127.

How many equal parts are in $56 \div 7$ ?

a)

6

b)

7

c)

8

d)

9

128.

How much is $12 \times 12$ ?

a)

124

b)

142

c)

132

d)

144

129.

How many students will get 4 markers each if there are 60 markers?

a)

12

b)

15

c)

16

d)

18

130.

How much is $7 \times 15$ ?

a)

95

b)

100

c)

105

d)

110

131.

How many apples are in 8 baskets with 6 apples each?

a)

36

b)

42

c)

48

d)

56

132.

How many equal groups are in $72 \div 9$ ?

a)

6

b)

7

c)

8

d)

9

133.

How many legs do 9 spiders have in all?

a)

64

b)

72

c)

80

d)

88

134.

How much is $150 \div 10$ ?

a)

10

b)

12

c)

15

d)

20

135.

How many boxes are filled if 96 cupcakes are packed 12 per box?

a)

6

b)

7

c)

8

d)

9

136.

What is the Philippine money called?

a)

Peso

b)

Dollar

c)

Yen

d)

Ringgit

137.

What do we call the smaller unit of money?

a)

Centavo

b)

Quarter

c)

Nickel

d)

Pound

138.

What is the symbol for peso?

a)

₱

b)

$

c)

€

d)

£

139.

What do you call the money you receive from buying something?

a)

Change

b)

Price

c)

Tax

d)

Tip

140.

What do you call money used to pay for goods or services?

a)

Payment

b)

Allowance

c)

Savings

d)

Debt

141.

What is the sum of P50 + P75?

a)

P125

b)

P115

c)

P135

d)

P100

142.

What is the value of 4 ten-peso coins?

a)

P40

b)

P20

c)

P10

d)

P50

143.

What bill is color orange?

a)

P20 bill

b)

P50 bill

c)

P100 bill

d)

P10 bill

144.

What bill shows Manuel L. Quezon?

a)

P20 bill

b)

P50 bill

c)

P100 bill

d)

P200 bill

145.

What coin has a hole in the middle?

a)

P5 (old design)

b)

P1

c)

P10

d)

P25

146.

What is the total of P100 + P100 + P50?

a)

P250

b)

P200

c)

P220

d)

P300

147.

What is the value of 100 centavos?

a)

P1

b)

P10

c)

P5

d)

P0.50

148.

What coin is the smallest in value?

a)

P0.25

b)

P1

c)

P5

d)

P10

149.

What is the value of 3 twenty-peso bills?

a)

P60

b)

P40

c)

P80

d)

P50

150.

What do you call the cost of an item?

a)

Price

b)

Budget

c)

Change

d)

Balance

Math Trivia Reviewer: Place Value & Numbers

Total questions: 150

Worksheet time: 1hrs 15mins

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