More About Parallel Lines NOTES Proving Lines are Parallel Dual ...
More About Parallel Lines NOTES Proving Lines are Parallel Dual ...
More About Parallel Lines NOTES Proving Lines are Parallel Dual ...
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Name.<br />
Basic Geometry<br />
Datel<br />
<strong>More</strong> <strong>About</strong> <strong>Parallel</strong> <strong>Lines</strong><br />
<strong>NOTES</strong><br />
<strong>Proving</strong> <strong>Lines</strong> <strong>are</strong> <strong>Parallel</strong><br />
<strong>Dual</strong> Perpendicular Theorem<br />
<strong>Dual</strong><br />
Use the diagram at the right. Tell what you can conclude about ~ach pair of angles.<br />
"Explain your reasoning,<br />
1) landn ~ }i ~<br />
l~\ ~o ~0°<br />
4) nandj (~ ~L ~
Distances Related to <strong>Parallel</strong>s and Perpendiculars<br />
The distan¢~ b~twc~n Z parallel lt’nes is<br />
~ r<br />
Use the diagram at the right,<br />
1) Find the distance from A to B~-~.<br />
2) Find the distance from C to A--~<br />
3) Find the distance between A--~ and ~-~. ~/<br />
A<br />
4) Why does it not make sense to f.ind the distance from<br />
BA to CD
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