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A2A - Sec. 6.5 Hwk

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Last updated almost 6 years ago
15 questions
Note from the author:
Algebra 2A - Homework - Graphs of basic rational functions and transformations
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Question 1
1.

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

Question 2
2.

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

Question 3
3.

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

Question 4
4.

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

Question 5
5.

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

Question 6
6.

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

Question 7
7.

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

Question 8
8.

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

Question 9
9.

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

Question 10
10.

Which equation matches the rational equation shown in the graph?

Question 11
11.

Which equation matches the rational equation shown in the graph?

Question 12
12.

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

Question 13
13.

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

Question 14
14.

Describe the long run behavior of the graph of

Question 15
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?