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Algebra 2 - Chapters 1 & 2



 
Simplify by combining like terms.
 

 1) 

mc001-1.jpg
a)
mc001-2.jpg
b)
mc001-3.jpg
c)
mc001-4.jpg
d)
mc001-5.jpg
 
 
Solve the equation.
 

 2) 

mc002-1.jpg
a)
8, –8
b)
7, –7
c)
6
d)
6, –6
 

 3) 

mc003-1.jpg
a)
mc003-2.jpg
b)
mc003-3.jpg
c)
mc003-4.jpg
d)
mc003-5.jpg
 

 4) 

mc004-1.jpg
a)
x = mc004-2.jpg or x = mc004-3.jpg
c)
x = mc004-6.jpg or x = mc004-7.jpg
b)
x = mc004-4.jpg or x = mc004-5.jpg
d)
x = mc004-8.jpg or x = mc004-9.jpg
 

 5) 

mc005-1.jpg
a)
1, 8
b)
8
c)
–1, –8
d)
no solution
 

 6) 

For mc006-1.jpg, mc006-2.jpg.
a)
–19
b)
1
c)
–21
d)
21
 
 
Graph the inequality.
 

 7) 

4x – 2y < –3
a)
mc007-1.jpg
c)
mc007-3.jpg
b)
mc007-2.jpg
d)
mc007-4.jpg
 

 8) 

–3xy £ 9
a)
mc008-1.jpg
c)
mc008-3.jpg
b)
mc008-2.jpg
d)
mc008-4.jpg
 
 
Solve the inequality. Graph the solution set.
 

 9) 

26 + 6b ³ 2(3b + 4)
a)
all real numbers
mc009-1.jpg
c)
b ³ mc009-4.jpg
mc009-5.jpg
b)
b £ mc009-2.jpg
mc009-3.jpg
d)
no solutions
mc009-6.jpg
 

 10) 

2(2m – 5) – 6 > –36
a)
m < mc010-1.jpg
mc010-2.jpg
c)
m < –5
mc010-4.jpg
b)
m > –5
mc010-3.jpg
d)
m > mc010-5.jpg
mc010-6.jpg
 

 11) 

–4k + 5 £ 21
a)
k ³ –4
mc011-1.jpg
c)
k £ –4
mc011-4.jpg
b)
k ³ mc011-2.jpg
mc011-3.jpg
d)
k £ mc011-5.jpg
mc011-6.jpg
 

 12) 

A bag contains 6 red marbles, 6 white marbles, and 4 blue marbles. Find P(red or blue).
a)
mc012-1.jpg
b)
mc012-2.jpg
c)
mc012-3.jpg
d)
mc012-4.jpg
 

 13) 

Graph the equation mc013-1.jpg.
a)
mc013-2.jpg
c)
mc013-4.jpg
b)
mc013-3.jpg
d)
mc013-5.jpg
 

 14) 

Write an inequality for the graph.
mc014-1.jpg
a)
–6x + 5y ³ –30
c)
5x – 6y £ –30
b)
–6x + 5y £ –30
d)
5x – 6y ³ –30
 

 15) 

Solve and graph mc015-1.jpg.
a)
mc015-2.jpg
mc015-3.jpg
c)
mc015-6.jpg
mc015-7.jpg
b)
mc015-4.jpg
mc015-5.jpg
d)
mc015-8.jpg
mc015-9.jpg
 
 
Evaluate the expression for the given value of the variable(s).
 

 16) 

mc016-1.jpg; mc016-2.jpg, mc016-3.jpg
a)
–55
b)
55
c)
5
d)
–5
 

 17) 

mc017-1.jpg; x = –3
a)
–3
b)
0
c)
–15
d)
9
 

 18) 

Graph the equation –3xy = 6.
a)
mc018-1.jpg
c)
mc018-3.jpg
b)
mc018-2.jpg
d)
mc018-4.jpg
 
 
Find the slope of the line.
 

 19) 

mc019-1.jpg
a)
undefined
b)
2
c)
1
d)
0
 

 20) 

mc020-1.jpg
a)
mc020-2.jpg
b)
mc020-3.jpg
c)
mc020-4.jpg
d)
mc020-5.jpg
 
 
Solve the inequality. Graph the solution.
 

 21) 

mc021-1.jpg
a)
mc021-2.jpg
mc021-3.jpg
c)
mc021-6.jpg
mc021-7.jpg
b)
mc021-4.jpg
mc021-5.jpg
d)
mc021-8.jpg
mc021-9.jpg
 

 22) 

mc022-1.jpg
a)
–18 > x > 8
mc022-2.jpg
c)
–36 < x < 16
mc022-4.jpg
b)
–18 < x < 8
mc022-3.jpg
d)
mc022-5.jpg
mc022-6.jpg
 

 23) 

A spinner is numbered from 1 through 10 with each number equally likely to occur. What is the probability of obtaining a number less than 2 or greater than 7 in a single spin?
a)
mc023-1.jpg
b)
mc023-2.jpg
c)
mc023-3.jpg
d)
mc023-4.jpg
 
 
Find the slope of the line through the pair of points.
 

 24) 

(6, 12) and (–6, –2)
a)
mc024-1.jpg
b)
mc024-2.jpg
c)
mc024-3.jpg
d)
mc024-4.jpg
 

 25) 

mc025-1.jpg
a)
mc025-2.jpg
b)
mc025-3.jpg
c)
mc025-4.jpg
d)
mc025-5.jpg
 



 
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