Graphing Rational Functions Answers
21 verified answers4 views
3
The solution is:
A
or
B
or
C
or
D
or
4
0 x 2
A
>B
<C
<=D
>=5
0 x 2
A
>B
<C
>=D
<=
7
Rewrite the inequality with zero on one side and one rational expression on the other. What is the first step?
A
Add –3 to both sides.B
Add –4 to both sides.C
Multiply both sides by (x + 2).D
Multiply both sides by.
8
Consider the inequality from the previous slide: Identify the critical point(s).
A
x = 2 and x = 5B
x = –2C
x = –5D
x = –2 and x = –59
1 3 + 1 6 1 x
A
>B
<C
>=D
<=10
What is the simplified form of the inequality?
A
Option
B
Option
C
Option
D
Option
12
The inequality simplifies toWhich inequality is equivalent?
A
Option
B
Option
C
Option
D
Option
13
Use the critical points to determine the test regions. What are possible test points?
A
–6B
–5C
–3D
–2E
014
Reread your description. Which important information did you include?
A
Because the expression is undefined for x = –2, the value –2 must be excluded from the solution set.B
Because –2 is not represented on the graph.16
What are the critical points?
A
–1B
0C
OptionD
OptionE
117
For test point x = , the inequality is .
A
TrueB
False18
Question text not available
A
Option
B
Option
C
Option
19
For test point x = , the inequality is .
A
TrueB
False20
For test point x = 2, the inequality is .
A
TrueB
FalseDid you find these answers helpful?
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