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<strong>Inverses</strong><br />

1. Graph the inverse relation of the function shown<br />

below.<br />

Algebra 2<br />

HS Mathematics<br />

Unit: 02 Lesson: 03<br />

2. Explain the method that you<br />

used to determine the inverse<br />

relation.<br />

Table 1 (Original) 3. Table 1 (on the left) gives points on a function. Table 2 (Inverse)<br />

x y Fill in Table 2 with points on the inverse relation x y<br />

-5 6<br />

of the function.<br />

0 2<br />

1 5<br />

3 0<br />

4. Explain how the domains and ranges of a relation and its inverse relation are related.<br />

How is this shown in their tables?<br />

©2012, TESCCC 05/16/12 page 1 of 2


<strong>Inverses</strong><br />

Algebra 2<br />

HS Mathematics<br />

Unit: 02 Lesson: 03<br />

5. Given the function y = 3x + 6, determine the inverse relation and verbally explain the<br />

process.<br />

6.<br />

2<br />

Consider the equation y = x - 4 .<br />

3<br />

A) Complete a table of values for this function, and use it to graph the equation.<br />

B) Create a table of values for the inverse relation of this function. Graph the inverse<br />

relation.<br />

A) Original B) Inverse<br />

x y x y<br />

7. In slope-intercept form, what is the equation for the inverse relation? Is it a function?<br />

©2012, TESCCC 05/16/12 page 2 of 2

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