Stanic, S Applet
1. Click on the checkboxes labeled Angle g and Angle c. These angles are Corresponding Angles, look at their angle measures. Now click on point P and move the transversal around. Write a theorem about their angle measure.
2. Uncheck all of the boxes and then click on the box labeled Angle c and Angle b. These are Alternate Interior Angles, look at their angle measures. Now click on point P and move the transversal around and write a theorem about their angle measure.
3. Uncheck all of the boxes and click on the boxes labeled Angle e and Angle b. These angles are Consecutive Interior Angles, look at their angle measures. Now click on point P and move the transversal around and write a theorem about their angle measure.
4. Uncheck all of the boxes and click on the boxes labeled Angle f and Angle h. These are Alternate Exterior Angles, look at their angle measures. Now click on point P and move the transversal around and write a theorem about their angle measure.
5. Uncheck all of the boxes and click on the boxes labeled Angle a and and Angle g . Using the theorems you have developed explain why this relationship is true.
2. Uncheck all of the boxes and then click on the box labeled Angle c and Angle b. These are Alternate Interior Angles, look at their angle measures. Now click on point P and move the transversal around and write a theorem about their angle measure.
3. Uncheck all of the boxes and click on the boxes labeled Angle e and Angle b. These angles are Consecutive Interior Angles, look at their angle measures. Now click on point P and move the transversal around and write a theorem about their angle measure.
4. Uncheck all of the boxes and click on the boxes labeled Angle f and Angle h. These are Alternate Exterior Angles, look at their angle measures. Now click on point P and move the transversal around and write a theorem about their angle measure.
5. Uncheck all of the boxes and click on the boxes labeled Angle a and and Angle g . Using the theorems you have developed explain why this relationship is true.