Questions 1-5
Questions 6-10
Questions 11-15
Questions16-20
Questions 21-25
100

Which of the following is equivalent to 3x(2 + 5y)?

(A) 3x + 5y  (B) 6x + 5y  (C) 6x + 15y  

(D) 6x + 15xy (E) 3x + 5y +2


D) 6x + 15xy

100

 Evaluate (y)² (4x − y) if y = −2 and x = 8. 

(A) -18  (B) 8  (C) 86  (D) 96 (E). 136

(E) 136

100

Five years ago, Amy was three times as old as Mike. If Mike is 10 years old now, how old is Amy?

(A)15  (B)20 (C)25 (D)30  (E)35

(B)20

100

How many seconds in a minute?

What is 60

100

What is the mode of the following: 

14, 17, 14, 12, 13, 15, 22, and 11?

(A)13.5 (B)14 (C)14.75 (D)16.5


(B)14

200

Lisa had 8 dollars in her pocket. Vanessa gave her 7 more dollars. Then she spent 5 dollars on lunch. How much money does Lisa have?

10 dollars

200

Evaluate (6 × 105) ÷ (4 × 103).

(A)20  (B)100  (C)150  (D)1500  (E)2000

(C) 150

200

Norm borrows $8,000 for five years to make improvements to his home office. If the simple interest rate is 13%, how much will he pay in interest?

(A)$5,200 (B)$4,000  (C)$1,040 (D)$420 (E)$400

(C)$1,040

200

There are 5 blue marbles, 4 red marbles, and 3 yellow marbles in a box. If Isabella randomly selects a marble from the box, what is the probability of her selecting a red or yellow marble?

(A)1/4  (B)1/3  (C)7/12  (D)3/4  (E)2/3


(C) 7/12

200

Consider the list:

2, 2, 3, 5, 9, 11, 17, 21

If the number 23 is added to the list, which measurement will NOT change?

(A) Mean (B) Median (C)Mode (D)Range (E)Average




(C) Mode

300

Aisha wants to paint the walls of a room. She knows that each can of paint contains one gallon. A half gallon will completely cover a 55 square feet of wall. Each of the four walls of the room is 10 feet high. Two of the walls are 10 feet wide and two of the walls are 15 feet wide. How many 1-gallon buckets of paint does Aisha need to buy in order to fully paint the room? (round to the closest gallon)

(A) 4  (B) 5 (C) 9  (D) 10  (E) 15

(B) 5

300

How many hours in a day?

24

300

There are 5 cows, a horse, and some ducks on a farm. There are a total of 13 animals. How many ducks are on the farm?

7 ducks.

300

Megan blew 13 bubbles. 6 of them popped, so she blew 9 more bubbles. How many bubbles are there now?

16 bubbles.

300

A toy manufacturer makes 15,000 toys per year. The company randomly selects 300 toys to sample for inspection. The company discovers that there are 5 faulty toys in the sample. Based on the sample, how many of the 15,000 total toys are likely to be faulty?

(A)25  (B)250  (C)350 (D)625  (E)50

(B)250

400

There are 4 red marbles and 8 green marbles in a box. If Emma randomly selects a marble from the box, what is the probability of her selecting a red marble?

(A) 1/3  (B) 1/2   (C) 2/3  (D) 4/5  (E 1/6


(A) 1/3

400

If a car travels 360 kilometers in 5 hours, how many kilometers will it travel in 9 hours when driving at the same speed?

(A) 72   (B)288  (C) 620  (D)648  (E) 720

(D)648

400

The solution x = −5 makes which of the following equations true?

(A)14 − x = 9 (B)x + 3 = 8 (C). 12x = −60

(D)2x = 20 (E)2x + 12 = 9

(C). 12x = −60

400

 What is the median value of $268, $1,258, $654, $1,258, $900, $1,558, and $852?

(A)$1,258  (B)$960  (C)$900  (D)$913  (E)$852

 (C)$900

400

What are ALL the partners for the total 8? (how many combinations of paired numbers equal 8)

What is 1+7 2+6 3+5 4+4

500

Maria left a $10.16 tip on a breakfast that cost $86.89, approximately what percentage was the tip? (round to the closest percent)

(A) 12%  (B) 13% (C) 17%  (D) 25%  (E) 31%

(A) 12%

500

If the only dinner you can order must include one salad, one main course, and one dessert, how many different combinations of dinner plates are possible?

(A) 12  (B) 60  (C) 120  (D) 144 (E) 360

(B) 60

500

Titus collected 7 stamps. Nico collected stamps too. If Titus collects 8 more stamps, he will have as many stamps as Nico. How many stamps does Nico have?

15 stamps.

500

If y = 3ab + 2b3, what is y when a = 1 and b = 2?

(A)16  (B)18  (C)20  (D)22  (E)32


(D)22

500

List (A) consists of the numbers {2, 9, 5, 1, 13}, and list (B) consists of the numbers {7, 4, 12, 15, 18}.

If the two lists are combined, what is the median of the combined list?

(A)5 (B)6 (C)7 (D)8 (E)9


(D)8

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