Question 1

What is the value of the expression

2^3 + (10 - 2) \div 4

?

Accepted Answer

10

Answer

12

Answer

4

Answer

8

Question 2

Which of the following integers has the greatest absolute value?

Accepted Answer

-15

Answer

14

Answer

0

Answer

-12

Question 3

Which of the following figures represents a perfect square that is equivalent to

2^3 + (10 - 2) \div 4

?

Accepted Answer

49

Answer

14

Answer

42

Answer

9

Question 4

Which of the following descriptions represents the property of a circle equivalent to

2^3 + (10 - 2) \div 4

?

Accepted Answer

The ratio of the circumference to the diameter

Answer

The ratio of the radius to the diameter

Answer

The product of the radius and the diameter

Answer

The sum of the radius and the circumference

Question 5

A bag contains 3 red marbles, 4 blue marbles, and 5 green marbles. What is the probability of randomly picking a blue marble from the bag, expressed as a fraction in simplest form?

Accepted Answer

Answer

Answer

Answer

Question 6

Which of the following describes the coordinate of a point located in Quadrant IV of the coordinate plane?

Accepted Answer

The x-coordinate is positive and the y-coordinate is negative

Answer

Both the x-coordinate and the y-coordinate are negative

Answer

The x-coordinate is negative and the y-coordinate is positive

Answer

Both the x-coordinate and the y-coordinate are positive

Question 7

What is the area of a triangle with a base of

2^3 + (10 - 2) \div 4

centimeters and a height of

6

centimeters?

Accepted Answer

30 square centimeters

Answer

16 square centimeters

Answer

32 square centimeters

Answer

60 square centimeters

Question 8

Which of the following describes the relationship between

2^3 + (10 - 2) \div 4

and

6

?

Accepted Answer

Answer

Answer

Answer

Question 9

A bag contains 3 red marbles, 4 blue marbles, and 5 green marbles. What is the ratio of red marbles to the total number of marbles in simplest form?

Accepted Answer

Answer

Answer

Answer

Question 10

Which integer represents a bank withdrawal of

2^3 + (10 - 2) \div 4

dollars?

Accepted Answer

Answer

Answer

Answer

Question 11

What is the value of the expression

2^3 + (10 - 2) \div 4

?

Accepted Answer

9

Answer

10

Answer

12

Answer

7

Question 12

Which represents the ratio of squares to circles if there are 6 squares and 15 circles, written in simplest form?

Accepted Answer

Answer

Answer

Answer

Question 13

Which of the following is equivalent to

2^3 + (10 - 2) \div 4

?

Accepted Answer

Answer

Answer

Answer

Question 14

Which coordinate pair represents a point located in Quadrant II of the coordinate plane?

Accepted Answer

Answer

Answer

Answer

Question 15

If the ratio of boys to girls in a class is

2^3 + (10 - 2) \div 4

and there are

6

boys, how many total students are in the class?

Accepted Answer

30

Answer

40

Answer

18

Answer

24

Question 16

What is the value of the expression

2^3 + (10 - 2) \div 4

?

Accepted Answer

13

Answer

14

Answer

11

Answer

21

Question 17

Which represents the ratio of triangles to circles in a set containing

2^3 + (10 - 2) \div 4

triangles and

6

circles in simplest form?

Accepted Answer

3:4

Answer

3:7

Answer

4:3

Answer

6:8

Question 18

Which of the following represents the integer

2^3 + (10 - 2) \div 4

and its absolute value?

Accepted Answer

-12, 12

Answer

12, -12

Answer

12, 12

Answer

-12, -12

Question 19

Which of the following is equivalent to

2^3 + (10 - 2) \div 4

?

Accepted Answer

60%

Answer

0.35

Answer

3.5%

Answer

35%

Question 20

What is the area of a triangle with a base of

2^3 + (10 - 2) \div 4

inches and a height of

6

inches?

Accepted Answer

30 square inches

Answer

32 square inches

Answer

16 square inches

Answer

60 square inches

Question 21

Which of the following is equivalent to

2^3 + (10 - 2) \div 4

?

Accepted Answer

125%

Answer

1.25%

Answer

0.125%

Answer

12.5%

Question 22

Sarah bought a box of cereal for

2^3 + (10 - 2) \div 4

and

6

cartons of milk for

$3.25

each. Which expression represents the total amount Sarah spent?

Accepted Answer

4.50 + 2(3.25)

Answer

4.50 + 3.25

Answer

(4.50 + 3.25) 	imes 2

Answer

4.50 	imes 2 + 3.25

Question 23

Which of the following describes the ratio of circles to squares if there are

2^3 + (10 - 2) \div 4

circles and

6

squares in a bag, written in simplest form?

Accepted Answer

Answer

Answer

Answer

Question 24

Which of the following absolute value statements is true?

Accepted Answer

Answer

Answer

Answer

Question 25

Which integer represents a withdrawal of

2^3 + (10 - 2) \div 4

dollars from a bank account?

Accepted Answer

Answer

Answer

Answer

Question 26

What is the value of the expression

2^3 + (10 - 2) \div 4

?

Accepted Answer

Answer

Answer

Answer

Question 27

Which coordinate pair represents a point located in Quadrant II of the coordinate plane?

Accepted Answer

Answer

Answer

Answer

Question 28

Which of the following numbers is the greatest:

2^3 + (10 - 2) \div 4

,

6

,

$3.25

, or

0.58

?

Accepted Answer

Answer

Answer

Answer

Question 29

Which of the following is equivalent to

2^3 + (10 - 2) \div 4

?

Accepted Answer

Answer

Answer

Answer

Question 30

What is the area of a triangle with a base of

2^3 + (10 - 2) \div 4

centimeters and a height of

6

centimeters?

Accepted Answer

1/3

square centimeters

Answer

1/3

square centimeters

Answer

1/3

square centimeters

Answer

1/3

square centimeters

Question 31

An elevator starts on the ground floor (represented as

2^3 + (10 - 2) \div 4

). It goes up

6

floors, then goes down

$3.25

floors. What floor is the elevator on now?

Accepted Answer

Answer

Answer

Answer

Question 32

What is the result of evaluating the expression

2^3 + (10 - 2) \div 4

?

Accepted Answer

Answer

Answer

Answer

Question 33

The temperature in a city was

2^3 + (10 - 2) \div 4

degrees Celsius in the morning. By noon, the temperature had risen by

6

degrees. What was the temperature at noon?

Accepted Answer

1/3

degrees Celsius

Answer

1/3

degrees Celsius

Answer

1/3

degrees Celsius

Answer

1/3

degrees Celsius

Question 34

What is the product of

2^3 + (10 - 2) \div 4

and

6

?

Accepted Answer

Answer

Answer

Answer

Question 35

A scuba diver is

2^3 + (10 - 2) \div 4

feet below sea level (represented as

6

). She dives down another

$3.25

feet. What is her new position relative to sea level?

Accepted Answer

<math>-40</math> feet

Answer

<math>40</math> feet

Answer

<math>10</math> feet

Answer

<math>-10</math> feet

Question 36

What is the value of

2^3 + (10 - 2) \div 4

?

Accepted Answer

Answer

Answer

Answer

Question 37

Which of the following expressions results in the smallest value?

Accepted Answer

Answer

Answer

Answer

Question 38

Which of the following is equivalent to the expression

2^3 + (10 - 2) \div 4

?

Accepted Answer

Answer

Answer

Answer

Question 39

Which of the following values for

2^3 + (10 - 2) \div 4

makes the equation

6

true?

Accepted Answer

Answer

Answer

Answer

Question 40

A metal rod has a temperature of

2^3 + (10 - 2) \div 4

degrees Celsius. If its temperature increases by

6

degrees and then decreases by

$3.25

degrees, what is the final temperature?

Accepted Answer

1/3

degrees Celsius

Answer

1/3

degrees Celsius

Answer

1/3

degrees Celsius

Answer

1/3

degrees Celsius

Question 41

What is the product of

2^3 + (10 - 2) \div 4

and

6

?

Accepted Answer

3

Answer

Answer

Answer

Question 42

Evaluate the following expression:

2^3 + (10 - 2) \div 4

Accepted Answer

3

Answer

Answer

Answer

Question 43

Calculate the result of

2^3 + (10 - 2) \div 4

.

Accepted Answer

3

Answer

Answer

Answer

Question 44

If a recipe requires

2^3 + (10 - 2) \div 4

cups of flour for one batch of cookies, how many cups are needed for

6

batches?

Accepted Answer

3

Answer

Answer

Answer

Question 45

What is the quotient of

2^3 + (10 - 2) \div 4

?

Accepted Answer

2

Answer

Answer

Answer

Question 46

A rectangle has a length of

2^3 + (10 - 2) \div 4

inches and a width of

6

inches. What is the area of the rectangle?

Accepted Answer

4

Answer

Answer

Answer

Question 47

A piece of wood that is

2^3 + (10 - 2) \div 4

feet long is being cut into smaller pieces that are each

6

feet long. How many pieces can be cut?

Accepted Answer

6

Answer

5

Answer

Answer

Question 48

What is the result of

2^3 + (10 - 2) \div 4

?

Accepted Answer

4

Answer

Answer

Answer

Question 49

What is the product of

2^3 + (10 - 2) \div 4

and

6

?

Accepted Answer

4

Answer

Answer

Answer

Question 50

A triangle has a base of

2^3 + (10 - 2) \div 4

cm and a height of

6

cm. What is the area of the triangle?

Accepted Answer

1/3

square cm

Answer

2^3 + (10 - 2) \div 4

square cm

Answer

1/3

square cm

Answer

1/3

square cm

Question 51

A parallelogram has a base of

2^3 + (10 - 2) \div 4

cm and a slanted side length of

6

cm. What is the perimeter of this parallelogram?

Accepted Answer

<math>32</math> cm

Answer

<math>60</math> cm

Answer

<math>22</math> cm

Answer

<math>16</math> cm

Question 52

A parallelogram has a perimeter of

2^3 + (10 - 2) \div 4

cm. If the base measures

6

cm, what is the length of the other side?

Accepted Answer

<math>8</math> cm

Answer

<math>28</math> cm

Answer

<math>14</math> cm

Answer

<math>16</math> cm

Question 53

A recipe for chocolate chip cookies uses

2^3 + (10 - 2) \div 4

cups of flour to make

6

cookies. If Sarah wants to make

$3.25

cookies using the same ratio, how many cups of flour will she need?

Accepted Answer

<math>5</math> cups

Answer

<math>4</math> cups

Answer

<math>6</math> cups

Answer

<math>10</math> cups

Question 54

A bicyclist travels

2^3 + (10 - 2) \div 4

miles in

6

hours. At this same rate, how many miles will the bicyclist travel in

$3.25

hours?

Accepted Answer

<math>75</math> miles

Answer

<math>15</math> miles

Answer

<math>100</math> miles

Answer

<math>60</math> miles

Question 55

A local map has a scale where

2^3 + (10 - 2) \div 4

inches represents

6

miles. If the distance between two towns on the map is

$3.25

inches, what is the actual distance between them in miles?

Accepted Answer

<math>28</math> miles

Answer

<math>36</math> miles

Answer

<math>42</math> miles

Answer

<math>21</math> miles

Question 56

An art teacher mixes

2^3 + (10 - 2) \div 4

milliliters of blue paint with

6

milliliters of yellow paint to make a specific shade of green. If the teacher uses

$3.25

milliliters of yellow paint, how many milliliters of blue paint are needed to keep the shade the same?

Accepted Answer

1/3

milliliters

Answer

1/3

milliliters

Answer

1/3

milliliters

Answer

1/3

milliliters

Question 57

A laundry detergent bottle says to use

2^3 + (10 - 2) \div 4

ounces of detergent for every

6

pounds of laundry. If a washing machine is filled with

$3.25

pounds of laundry, how many ounces of detergent should be used?

Accepted Answer

<math>14</math> ounces

Answer

<math>15</math> ounces

Answer

<math>12</math> ounces

Answer

<math>20</math> ounces

Question 58

A printer can produce

2^3 + (10 - 2) \div 4

pages every

6

minutes. At this constant rate, how many pages can the printer produce in

$3.25

minutes?

Accepted Answer

<math>63</math> pages

Answer

<math>56</math> pages

Answer

<math>126</math> pages

Answer

<math>40</math> pages

Question 59

A photograph that is

2^3 + (10 - 2) \div 4

inches wide and

6

inches long is being enlarged. If the new width is

$3.25

inches, what must the new length be to keep the dimensions proportional?

Accepted Answer

<math>15</math> inches

Answer

<math>18</math> inches

Answer

<math>12</math> inches

Answer

<math>14</math> inches

Question 60

A bakery can make

2^3 + (10 - 2) \div 4

loaves of bread using

6

cups of flour. If the bakery has

$3.25

cups of flour, how many loaves of bread can they make?

Accepted Answer

<math>5</math> loaves

Answer

<math>6</math> loaves

Answer

<math>80</math> loaves

Answer

<math>4</math> loaves

Question 61

A group of

2^3 + (10 - 2) \div 4

campers requires

6

liters of water for a day trip. If the group size increases to

$3.25

campers, how many liters of water will they need at the same rate?

Accepted Answer

<math>21</math> liters

Answer

<math>18</math> liters

Answer

<math>16</math> liters

Answer

<math>24</math> liters

Question 62

A school bus travels

2^3 + (10 - 2) \div 4

miles on

6

gallons of fuel. If the bus needs to travel

$3.25

miles, how many gallons of fuel will it require at the same rate?

Accepted Answer

<math>12</math> gallons

Answer

<math>16</math> gallons

Answer

<math>10</math> gallons

Answer

<math>14</math> gallons

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