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Teaching Algebra with Manipulatives

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Using Overhead <strong>Manipulatives</strong><br />

(Use <strong>with</strong> <strong>Algebra</strong> 1, Lesson 4-5)<br />

Graphing Linear Relations<br />

Objective Graphing linear equations on a coordinate plane.<br />

Materials<br />

• coordinate grid transparency*<br />

• transparency pen*<br />

• transparency prepared as described below<br />

three blank transparencies * available in Overhead Manipulative Resources<br />

Demonstration<br />

Graphing Linear Equations<br />

• Prepare a transparency <strong>with</strong> the table shown at the<br />

right. Do not copy the numbers shown in parentheses<br />

or the heading of the second column.<br />

• Place a blank transparency on the table transparency.<br />

Have students complete the table to find five solutions<br />

for the equation y x 1.<br />

• Have students graph all of the ordered pairs. Ask them<br />

whether the graph appears to be linear. yes Have them<br />

draw a line through the points.<br />

x (x 1) y (x, y )<br />

2 (2 1) (1) (2, 1)<br />

1 (1 1) (0) (1, 0)<br />

0 (0 1) (1) (0, 1)<br />

1 (1 1) (2) (1, 2)<br />

2 (2 1) (3) (2, 3)<br />

y<br />

O<br />

x<br />

• Place a blank transparency on the table transparency. Have<br />

students complete the table to find five solutions for the equation<br />

y 3x. (2, 6), (1, 3), (0, 0), (1, 3), (2, 6)<br />

• Have students graph all of the ordered pairs and draw a line<br />

through the points.<br />

y<br />

O<br />

x<br />

• Place a blank transparency on the table transparency. Write the<br />

equation 3x 4y 6 above the table. Ask students how to solve<br />

this equation for y. Subtract 3x from each side; divide each<br />

side by 4.<br />

• Write 6 3x<br />

in the second column of the table.<br />

4<br />

Continue <strong>with</strong> activity as above.<br />

O<br />

y<br />

x<br />

<strong>Algebra</strong> 1—Chapter 4<br />

© Glencoe/McGraw-Hill 87 <strong>Teaching</strong> <strong>Algebra</strong> <strong>with</strong> <strong>Manipulatives</strong>

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