Order of Operations
Decimals
Expressions
Area/Perimeter/Fractions
Random
100

When evaluating the expression below, what would be the first step to solve? 5 × (23 − 12 ÷ 4)

Divide 12 by 4

100

Write the number in standard decimal form. Three and six hundred fifty-one thousandths

3.651

100

Deborah has 9 packages of erasers. Each package has 254 erasers. Which of the equations can be used to determine how many erasers Deborah has in total? 

A. 254 + 9 = 𝑛 

B. 254 − 9 = 𝑛 

C. 254 × 9 = 𝑛 

D. 254 ÷ 9 = n 

D. 254 ÷ 9 = n

100

What is the formula for area?

Length x Width

100

What is a reasonable estimate for 2.9 ÷ 0.9?

3

200

Which statement correctly describes the equation? 

(19 − 11) ÷ 8 = 10 ÷ 5 × 2

 A. It is true because the expressions on both sides have a value of 1. 

B. It is true because the expressions on both sides have a value of 4. 

C. It is false because the expression on the left side has a value of 10 and the expression on the right side has a value of 8. 

D. It is false because the expression on the left side has a value of 1 and the expression on the right side has a value of 4.

D. It is false because the expression on the left side has a value of 1 and the expression on the right side has a value of 4.

200

Select all the ways that the number 27.09 can be shown.

A. 27 9/10 

B. 27 9/100

C. two and seven hundred nine thousandths 

D. twenty-seven and nine hundredths 

E. (2 × 10) + (7 × 1) + (9 × 1/100)

27 9/100

twenty-seven and nine hundredths 

(2 × 10) + (7 × 1) + (9 × 1/100)

200

Find the difference. 8.675 - 3.09

5.585

200

The length of a dog bed is 8.1 inches and the length is 5.4 inches. What is the area?

43.74 square inches.

200

At the movie theater, 25 bags of popcorn and 18 sodas were sold. Each bag of popcorn costs $12.

Each soda costs $6. Which equation can be used to determine how much more money the movie theater

made from selling popcorn than from selling sodas?

A. (25 + 12) + (18 + 6) = 𝑛

B. (25 × 12) − (18 × 6) = 𝑛

C. (25 × 18) − (12 × 6) = 𝑛

D. (25 × 12) + (18 × 6) = n

D. (25 x 12) + (18 x 6) = n

300

Evaluate the expression. 

48 ÷ 6 + (11 × 2)

30

300

Pablo has $45.28 in his wallet. He earns $25.50 for mowing the lawn on Monday. On Tuesday he earns $16.25 for washing the car. Pablo then spends $36.38 on Wednesday. How much money does Pablo have now?

$50.65

300

McDonald’s sold some Happy Meals for $4 each. McDonald’s earned $2,608 at the end of the day. Which of the equations can be used to determine how many Happy Meals were sold? 

A. 𝑚 ÷ 2,608 = 4 

B. 2,608 − 𝑚 = 4 

C. 4 × 𝑚 = 2,608 

D. 2,608 × 4 = 𝑚

C. 4 x m = 2,608

300

The Goodenough Orange Grove has 11,752 pounds of oranges. There were 2,541 pounds that were damaged and taken away. The undamaged oranges will be packed in bags with 5 pounds in each bag. How many full bags of oranges can be made?

A. 1,842 

B. 18421 5 

C. 1,843 

D. 9,211

A.1,842

300

Solve. 17.4 × 0.01 =

0.174

400

When evaluating the expression below, what would be the first step to
solve?
5 × (23 − 12 ÷ 4)

Divide by 12

400

Select all the numbers that are greater than the number shown below.

2.506

A. 0.250

B. 2.056

C. 2.513

D. 2.6

E. 25

C. 2.513

D. 2.6

E. 25

400

Find the product. 12 × 1,395

16,740

400

What is the perimeter of a rectangle with a length of 8.3 cm and a height of 2.5 cm? 

21.6 cm.

400

Arrange the numbers in ascending order

6.307 6.73 6.073 6.37

6.073, 6.307, 6.37, 6.73

500

72 ÷ 8 = 2 + 16 ÷ 2 True or False?

72 ÷ 8 = 30 × 0.1 + 6 True or False?

72 ÷ 8 = 10 − ( 1 2 + 1 2 ) True or False?

1. False

2. True

3. False

500

Select all the numbers below that round to 94.35 when rounded to the nearest hundredth. 

A. 93.351 

B. 94.344 

C. 94.347 

D. 94.353 

E. 94.356

C. 94.347

D. 94.353

 

500

Mrs. Rivera and her 23 students are taking a field trip to the zoo. The cost of a teacher's ticket is $18 and the cost of a student ticket is $12. What is the total cost, in dollars, of the tickets?

$294

500

Find the quotient. 16,738 ÷ 9

1,859 7/9

500

Javier bought 3 bags of chips for $0.79 each and a soda for $1.50. He paid with a five-dollar bill. How much change did he receive?

$1.13

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