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Math Benchmark Practice 2

Last updated 15 days ago

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Question 58

58.

What is the area of a rectangle with length 7 and width 4?

4 square units

28 square units

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Question 1

1.

How many rows of flowers did Sheila plant?

10 rows

5 rows

6 rows

7 rows

Question 2

2.

How many flowers were in each row?

20 flowers

30 flowers

35 flowers

25 flowers

Question 3

3.

What operation to use for total flowers?

Multiplication

Division

Addition

Subtraction

Question 4

4.

What is the total number of flowers if she planted 7 rows?

210 flowers

180 flowers

240 flowers

150 flowers

Question 5

5.

What is the value of ♡ if 20 ÷ ♡ = 4?

10

8

5

4

Question 6

6.

If ♡ = 4, what is ♡ × 5?

12

20

24

16

Question 7

7.

What is the result of ♡ × 4?

20

16

8

12

Question 8

8.

What is 24 ÷ ♡ if ♡ = 4?

4

8

12

6

Question 9

9.

What is 90 x 4?

360

700

450

540

Question 10

10.

What is 50 x 8?

400

450

300

500

Question 11

11.

What is 60 x 7?

360

540

420

480

Question 12

12.

Which is the greatest product?

90 x 4

None of these

50 x 8

60 x 7

Question 13

13.

If Ronaldo made 48 cookies and placed 6 on each plate, how many plates are used?

10

9

6

8

Question 14

14.

What math operation should be used to find the number of plates?

Division

Multiplication

Addition

Subtraction

Question 15

15.

How many cookies are on each plate based on the problem?

4

10

6

8

Question 16

16.

What is the total number of cookies Ronaldo made?

54

36

48

60

Question 17

17.

What is the total number of pages Marissa read?

795 pages

794 pages

900 pages

800 pages

Question 18

18.

How many pages did Marissa read in the first month?

200 pages

250 pages

280 pages

226 pages

Question 19

19.

What is the total of pages read in first two months?

494 pages

480 pages

510 pages

500 pages

Question 20

20.

What operation is needed to find pages read in the third month?

Subtraction

Addition

Division

Multiplication

Question 21

21.

How many tables are at the event?

10

8

6

4

Question 22

22.

How many bottles of water are on each table?

40

20

30

50

Question 23

23.

What is the total number of water bottles?

200

300

280

240

Question 24

24.

If there were 5 tables, how many bottles would there be?

160

220

200

180

Question 25

25.

What is the formula to find the area of a rectangle?

length times width

length minus width

length divided by width

length plus width

Question 26

26.

If one side of a rectangle is 6 and the other is 3, what is the area?

21 square units

18 square units

9 square units

19 square units

Question 27

27.

Which operation helps to calculate area?

multiplication

addition

division

subtraction

Question 28

28.

If one bag has 10 apples, how many are in 2 bags?

20

15

30

5

Question 29

29.

How many bags does Angie need for 50 apples?

6

4

5

3

Question 30

30.

What is 3 times 10?

20

10

40

30

Question 31

31.

If Angie bought 3 bags, how many apples total?

10

40

30

20

Question 32

32.

What is Jolene's total amount raised so far?

$355

$702

$347

$1,000

Question 33

33.

What is Jolene's fundraising goal?

$355

$700

$347

$1,000

Question 34

34.

How much has Jolene raised from selling candy?

$347

$355

$298

$300

Question 35

35.

How can you find out how much more money Jolene needs?

Divide total goal by total raised

Multiply total goal by amount raised

Subtract total raised from total goal

Add amounts raised together

Question 36

36.

How many seats are at one table if there are six?

10

4

8

6

Question 37

37.

What operation do you use to find total seats?

Subtraction

Addition

Division

Multiplication

Question 38

38.

If there are 20 tables, how many seats are possible?

80

100

60

120

Question 39

39.

How to calculate seats if you change the number of tables?

Multiply by seats

Add more seats

Multiply by new number of tables

Subtract seats

Question 40

40.

How many pages does Ryan read each night?

20 pages

15 pages

10 pages

5 pages

Question 41

41.

How many days does Ryan read?

5 days

7 days

1 week

10 days

Question 42

42.

What is the total number of pages in the book?

160 pages

140 pages

150 pages

154 pages

Question 43

43.

How many pages will Ryan have left after 7 days?

84 pages

64 pages

74 pages

80 pages

Question 44

44.

What is the first step to solve the equation 8 = Δ ÷ 9?

Multiply both sides by 9.

Add 9 to both sides.

Divide both sides by 9.

Subtract 9 from both sides.

Question 45

45.

If 8 = Δ ÷ 9, what operation relates Δ and 8?

Δ is multiplied by 9.

Δ is divided by 9.

Δ is subtracted from 9.

Δ is added to 9.

Question 46

46.

What value of Δ satisfies the equation 8 = Δ ÷ 9?

72 is the correct value.

8 is the correct value.

63 is the correct value.

9 is the correct value.

Question 47

47.

What is Δ if 8 = Δ ÷ 9?

Δ equals 64.

Δ equals 72.

Δ equals 8.

Δ equals 9.

Question 48

48.

What is the total cost John spent on apples?

$6

$12

$9

$15

Question 49

49.

If John's oranges are $x, what is his total cost equation?

6 + x = 21

12 + x = 21

x + 2 = 21

2(6) + x = 21

Question 50

50.

How many crates of apples did John buy?

1

4

2

3

Question 51

51.

What is the importance of the crate cost per apples?

It tells number of crates.

It is the only expense.

It helps calculate the total cost.

It affects orange cost.

Question 52

52.

What is the total number of baseballs before giving any away?

8

48

10

38

Question 53

53.

How many baseballs are given to the team?

8

6

10

48

Question 54

54.

What is the correct operation for calculating remaining baseballs?

Division

Addition

Subtraction

Multiplication

Question 55

55.

How would you represent the store's remaining baseballs mathematically?

m = 8 × 6 - 10

m = 8 × 6 + 10

m = 8 + 6 + 10

Question 56

56.

What is the formula for finding the area of a rectangle?

Length plus width

Perimeter divided by two

Length divided by width

Length times width

Question 57

57.

If a rectangle has dimensions of 7 by 4, what is its length?

11 units

4 units

28 units

7 units

Question 59

59.

Why do we multiply length and width to find area?

To cover the entire space

To average the dimensions

To find the perimeter

To simplify calculations

Question 60

60.

What is the formula for the perimeter of a rectangle?

P = 4l

P = lw

P = l + w

P = 2(l + w)

Question 61

61.

If one side is 5 feet, what is the other side?

7 feet

4 feet

6 feet

5 feet

Question 62

62.

How do you find the length of a missing side?

Add the known side to itself

Subtract twice the known side from perimeter

Divide the perimeter by two

Multiply the known side

Question 63

63.

What unit is the length measured in?

Yards

Inches

Meters

Feet

Question 64

64.

What shape is Tammy's garden?

Rectangle

Triangle

Square

Circle

Question 65

65.

What are the dimensions of the garden?

6 ft by 8 ft

7 ft by 7 ft

8 ft by 7 ft

8 ft by 6 ft

Question 66

66.

How do you calculate area?

Length times width

Length divided by width

Length plus width

Width minus length

Question 67

67.

What is the unit for measuring area?

Cubic feet

Feet

Square feet

Inches

Question 68

68.

Oscar has 14 treats and gives 2 each day. Which equation applies?

2 × Δ = 14

2 × 14 = Δ

Δ ÷ 2 = 14

Δ + 2 = 14

Question 69

69.

To find days Oscar can give treats, which equation helps?

Δ + 2 = 14

2 × 14 = Δ

2 × Δ = 14

Δ ÷ 2 = 14

Question 70

70.

What must Δ represent in Oscar's treats scenario?

Total treats

Number of cats

Number of days

Amount given per day

Question 71

71.

If Oscar has 14 treats total, how does he distribute them daily?

14 treats daily

7 treats daily

1 treat daily

2 treats daily

Question 72

72.

What is the formula for the perimeter of a rectangle?

P = length × width

P = length - width

P = 2(length + width)

P = length + width

Question 73

73.

If a rectangle has an area of 15 square units, what could be its dimensions?

Length 7 units, width 3 units

Length 5 units, width 3 units

Length 4 units, width 4 units

Length 6 units, width 4 units

Question 74

74.

What does the area of a rectangle represent?

The longest side of the rectangle

The distance around the rectangle

The space inside the rectangle

The shortest side of the rectangle

Question 75

75.

For which dimensions will a rectangle have a perimeter of 16 units?

Length 5, width 3 units

Length 4, width 4 units

Length 6, width 4 units

Length 7, width 3 units

Question 76

76.

What represents the multiplication in the area calculation?

Only total unshaded area.

The number of rows times the number of columns.

Only shaded area calculation.

Only shaded rows calculation.

Question 77

77.

How do you calculate the area of the whole figure?

Add all shaded cells only.

Count only non-shaded cells.

Multiply total rows by total columns.

Add shaded rows plus columns.

Question 78

78.

What does each cell in the grid represent?

A unit area in the total space.

A total of six cells.

Only a shaded area.

Only a non-shaded area.

Question 79

79.

Which operation combines two areas together?

Multiplying shaded areas only.

Adding shaded plus total cells.

Subtracting shaded from non-shaded.

Addition of shaded and non-shaded areas.

Question 80

80.

What is the formula for the perimeter of a rectangle?

P = 2(length + width)

P = 2(length - width)

P = length + width

P = length * width

Question 81

81.

If the perimeter is 30 feet, what is the total length of both sides?

7 feet

30 feet

23 feet

15 feet

Question 82

82.

What does 'p' represent in this rectangle?

The length of the other side

The perimeter

The area

The width

Question 83

83.

If one side is 7 feet, how are the sides related?

The length is always longer

One side plus the other equals half perimeter

Both are equal

One side is twice the other

Question 84

84.

What is the area of the large rectangle?

16 square feet

48 square feet

64 square feet

32 square feet

Question 85

85.

What is the area of rectangle B?

10 square feet

8 square feet

12 square feet

14 square feet

Question 86

86.

Which dimension identifies a rectangle's width?

Only the height matters

The shorter side of the rectangle

Both sides are widths

The longer side of the rectangle

Question 87

87.

How do you calculate area of a rectangle?

Length plus width

Length times width

Length minus width

Length divided by width