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Teaching Algebra with Manipulatives

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NAME ______________________________________________ DATE ____________ PERIOD ____<br />

<strong>Algebra</strong> Activity Recording Sheet<br />

(Use <strong>with</strong> the Lesson 10-7 Follow-Up Activity on page 573 in the Student Edition.)<br />

Investigating Rates of Change<br />

Materials:<br />

grid paper<br />

Analyze the Data<br />

1. Describe the graph you made of the Richter scale data.<br />

2. Is the rate of change between any two points the same?<br />

Make a Conjecture<br />

3. Can the data be represented by a linear equation? Why or why not?<br />

4. Describe the pattern shown in the rates of change in Column 3.<br />

Extend the Investigation<br />

5. Use a graphing calculator or graphing software to find a regression<br />

equation for the Richter scale data. (Hint: If you are using the TI-83<br />

Plus, use ExpReg.)<br />

6. Graph the following set of data that shows the amount of energy<br />

released for each Richter scale value. Describe the graph. Fill in the<br />

third column and describe the rates of change. Find a regression<br />

equation for this set of data. If necessary, write your answers on the<br />

back of this sheet.<br />

Richter Number (x) Energy Released (y) Rate of Change (slope)<br />

1 0.00017 metric ton<br />

2 0.006 metric ton<br />

3 0.179 metric ton<br />

4 5 metric tons<br />

5 179 metric tons<br />

6 5643 metric tons<br />

7 179,100 metric tons<br />

Source: The New York Public Library Science Desk Reference<br />

© Glencoe/McGraw-Hill 182 <strong>Teaching</strong> <strong>Algebra</strong> <strong>with</strong> <strong>Manipulatives</strong>

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