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A2A - Sec. 6.5 Hwk

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Last updated over 6 years ago
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Algebra 2A - Homework - Graphs of basic rational functions and transformations

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1.

Graph the rational equation below. Remember to draw the asymptotes as dashed lines first. (Click on the picture of the graph.)

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2.

Graph the rational equation below. Remember to draw the asymptotes as dashed lines first.

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3.

Graph the rational equation below. Remember to draw the asymptotes as dashed lines first.

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4.

Describe how the graph of the function below is translated from the parent funtion, f(x)=1/x.

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5.

Describe how the graph of the function below is tranformed from the parent funtion, f(x)=1/x.

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6.

Describe how the graph of the function below is translated from the parent funtion, f(x)=1/x.

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7.

Write the equations of the asymptotes for the following rational function:

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8.

Write the equations of the asymptotes for the following rational function:

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9.

Write the equations of the asymptotes for the following rational function:

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10.

Which equation matches the rational equation shown in the graph?

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11.

Which equation matches the rational equation shown in the graph?

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12.

In the equation shown, which term translates the graph left or right?

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13.

In the equation shown, which term moves the graph up or down?

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14.

Describe the long run behavior of the graph of

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15.

Describe what happens as x approaches 0 in the rational function below. Why is this true? What is y equal to when x=0?