Multiple Choice
Identify the
choice that best completes the statement or answers the question.
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1.
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Which of the choices below is an asymptote of the equation,
 ?
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2.
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| Given g(x) is an exponential function shown in the graph, what is most
likely the asymptote of the function? |  | | |
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3.
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Which function below has an asymptote at  ?
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4.
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Which function below has a different asymptote than the rest of
the functions?
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5.
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What is the domain and
range of h(x) shown in the graph? 
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6.
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The function, f(x) = ax + c, is graphed at the
right.
What is the range of the function f(x)
shown? |  | | |
a. | Range:  | c. | Range:  | b. | Range:  | d. | Range: |
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7.
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A exponential function shown below is of the form  .  Which of the following is true about the parameters of  ?
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8.
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An exponential function is of the
form  which is shown in the graph.
Which
of the following must be true of the parameter a? | | | |
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9.
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If the original exponential function defined by  , how would it
change if  were graphed instead?
a. | The exponential function would be vertically stretched
factor 2, translated right 3 and up 1. | b. | The exponential function would be vertically compressed factor ½, translated left 3 and down
1. | c. | The exponential function would be vertically
compressed factor ½, translated right 3 and
down 1. | d. | The exponential function would be vertically stretched factor 2, translated left 3 and up
1. |
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10.
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Given t(x) is a transformation
of the graph f(x) = 2x, determine which
of the below correctly describe t(x) ? 
a. | t(x) = 2(x –
1) – 3 | c. | t(x) = 2(x – 1)
+ 3 | b. | t(x) =
2(x + 1) –
3 | d. | t(x) = 2(x
+1) + 3 |
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11.
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Consider a partial set of ordered values of the function f(x) = 3x.  Given
g(x) is a transformation of the graph f(x) and the following set shows a partial set of ordered values
of g(x).  Describe how
f(x) is transformed to describe g(x).
a. | The function f(x) would be
translated left 1. | b. | The function f(x) would be translated right 1. | c. | The function
f(x) would be translated down
1. | d. | The function f(x) would be
translated up 1. |
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12.
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Given h(x) is a transformation
of the graph f(x) = 2x, determine which
of the below correctly describe h(x)? 
a. | h(x) =
–2(–x ) | c. | h(x) = 2(–x
) | b. | h(x) =
–2(x ) | d. | h(x) =
2x – 1 |
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