Name: 
 

Algebra 2 - Online Practice Test, DQA #1 (2008 - 2009); Graph Paper and Calcula



This assessment covers the following state indicators:  A1.2.1, A1.2.2, A1.2.6, A1.4.1, A2.2.1, A2.2.2, and A2.2.3
Multiple Choice

Identify the choice that best completes the statement or answers the question.
 
 
Graph the linear equation.
 

 1 

x = 3
A
mc001-1.jpg
C
mc001-3.jpg
B
mc001-2.jpg
D
mc001-4.jpg
 

 2 

y = mc002-1.jpgx + 1
A
mc002-2.jpg
C
mc002-4.jpg
B
mc002-3.jpg
D
mc002-5.jpg
 
 
Match the equation with its graph.
 

 3 

–7x – 3y = 21
A
mc003-1.jpg
C
mc003-3.jpg
B
mc003-2.jpg
D
mc003-4.jpg
 
 
Solve the equation.
 

 4 

mc004-1.jpg
A
–64
B
–84
C
–42
D
–28
 
 
Graph the function.
 

 5 

mc005-1.jpg
A
mc005-2.jpg
C
mc005-4.jpg
B
mc005-3.jpg
D
mc005-5.jpg
 

 6 

mc006-1.jpg
A
mc006-2.jpg
C
mc006-4.jpg
B
mc006-3.jpg
D
mc006-5.jpg
 
 
Graph the absolute value equation.
 

 7 

mc007-1.jpg
A
mc007-2.jpg
C
mc007-4.jpg
B
mc007-3.jpg
D
mc007-5.jpg
 

 8 

The sale price of ground beef at a local grocery store is $1.49 for the first pound and $1.09 for each additional pound. Write a function rule to show how the cost y of ground beef depends on the number of pounds x.
A
mc008-1.jpg
C
mc008-3.jpg
B
mc008-2.jpg
D
mc008-4.jpg
 
 
Write and solve an equation.
 

 9 

The sum of two odd integers is 180. What are they? Use the variable n for the value of the smaller integer. Write and solve the equation.
A
mc009-1.jpg; 89, 91
C
mc009-3.jpg; 89, 91
B
mc009-2.jpg; 89, 91
D
mc009-4.jpg; 89, 90
 

 10 

The sum of two numbers is 81. Their difference is 5. Write a system of equations that describes this situation.
A
x + y = 81
x mc010-1.jpg y = 5
C
xy = 81
x + y = 5
B
x + y = 81
x + y = 5
D
x + y = 5
yx = 81
 

 11 

A rental car agency charges a flat fee of $31.00 plus $1.25 per day to rent a certain car. Another agency charges a fee of $13.00 plus $3.50 per day to rent the same car.
a.Write a system of equations to represent the cost c for renting a car at each agency for d days.
b.Using a graphing calculator, find the number of days for which the costs are the same. Round your answer to the nearest whole day.
A
a. mc011-1.jpg
b. 8
C
a. mc011-3.jpg
b. 12
B
a. mc011-2.jpg
b. 8
D
a. mc011-4.jpg
b. 12
 

 12 

What is the vertex of the function mc012-1.jpg?
A
(mc012-2.jpg, –5)
B
(mc012-3.jpg, 5)
C
(mc012-4.jpg, 5)
D
(mc012-5.jpg, –5)
 
 
Solve the system of equations.
 

 13 

x + 5y = –24
5x – 5y = 0
A
(–4, –4)
B
(–4, –4)
C
(–3, –4.2)
D
(5, 5)
 

 14 

What is the solution of the system of equations?
y = 5x + 8
y = 4x – 6
A
(–62, –14)
B
(2, 2)
C
(1.56, 15.78)
D
(–14, –62)
 

 15 

Mike and Kim invest $12,000 in equipment to print yearbooks for schools. Each yearbook costs $4 to print and sells for $24. How many yearbooks must they sell before their business breaks even?
A
500
B
600
C
3,000
D
900
 



 
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