

1. 
Which operation should be done first when evaluating 15 – 5 ÷ 3 + 2  1? 


A. 
division 
B. 
subtraction 


C. 
addition 
D. 
multiplication 


Hint 


2. 
The following are scores on an English exam. The highest score possible is 100. What is the greatest score? 





A. 
100 
B. 
71 


C. 
21 
D. 
75 


Hint 


3. 
The length of a rectangle measures feet. The width measures 30 inches. Find the perimeter of the rectangle. 


A. 
ft 
B. 
ft 


C. 
8 ft 
D. 
5 ft 


Hint 


4. 
Which of the following is not an example of a ratio? 


A. 

B. 
8 to 10 


C. 

D. 
1:33 


Hint 


5. 
The sum of the measures of the angles of a regular octagon is 1,080°. Find the measure of one of its angles. 


A. 
90° 
B. 
108° 


C. 
120° 
D. 
135° 


Hint 


6. 
Which of the following angle measures represent the angles of a regular polygon that can be used to make a tessellation? 


A. 
90° 
B. 
135° 


C. 
150° 
D. 
144° 


Hint 


7. 
Find the probability that a golf ball will not land in the water shaded in the region below. 





A. 

B. 



C. 

D. 



Hint 


8. 
The spinner below is spun and a number cube is tossed. Determine the number of outcomes. 





A. 
6 
B. 
60 


C. 
36 
D. 
12 


Hint 


9. 
Anna lives in San Francisco, and she has a business partner in Washington, D.C. Sometimes she flies to Washington for meetings; San Francisco and Washington, D.C., are 2438 miles apart. In August, Anna flies to Washington and back twice. What is a good estimate of the number of miles she has flown in August? 


A. 
1000 miles 
B. 
2500 miles 


C. 
10000 miles 
D. 
5000 miles 


Hint 


10. 
What is the correct boxandwhisker plot for the data {11, 13, 18, 19, 22, 25, 29, 32, 37, 37, 38}? 


A. 

B. 



C. 

D. 



Hint 


11. 
Find the next term in the sequence 83, 92, 101, 110, … 


A. 
119 
B. 
55 


C. 
121 
D. 
111 


Hint 


12. 
Which number is closest to 13? 


A. 

B. 



C. 

D. 



Hint 


13. 
What is the surface area of a cylinder whose base has radius 3 units and whose height is 7 units. 


A. 
131.9 units squared 


B. 
263.9 units squared 


C. 
439.8 units squared 


D. 
188.5 units squared 


Hint 


14. 
Graph the solution of 11 + y = 28 on a number line. 


A. 

B. 



C. 

D. 



Hint 


15. 
Which set of numbers is ordered from least to greatest? 


A. 
101,000,000; 10,100,000; 1.0 × 10^{7}; 1.01 × 10^{6}; 


B. 
1.01 × 10^{6}; 1.0 × 10^{7}; 10,100,000; 101,000,000 


C. 
10,100,000; 1.01 × 10^{6}; 101,000,000; 1.0 × 10^{7} 


D. 
10,100,000; 101,000,000; 1.01 × 10^{6}; 1.0 × 10^{7} 


Hint 


16. 
The scatter plot shows the number of students per computer in U.S. public schools. Assume the number of students stays the same throughout the years. Choose the statement that best describes the data. 





A. 
Their are more computers in schools in 1990 than their were in 2000. 


B. 
In the future, their will be 0 students per computer. 


C. 
In the future, their will be more students per computer. 


D. 
There are more computers in schools in 2000 than their were in 1990. 


Hint 


17. 
Find the multiplicative inverse of . 


A. 

B. 



C. 
 
D. 
 


Hint 


18. 
Angles RST and TSU are supplementary. If = 79°, find . 


A. 
11° 
B. 
101° 


C. 
110° 
D. 
10° 


Hint 


19. 
Find mE in DEF if mD = 34° and mE = 117°. 


A. 
61° 
B. 
63° 


C. 
29° 
D. 
56° 


Hint 


20. 
Which solid matches the top, side, and front views shown below. Use isometric paper to help you. 





A. 

B. 



C. 

D. 



Hint 


