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11,902 bytes added ,  10:45, 19 November 2013
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Laptop<br>
 
Laptop<br>
 
'''*Website interactives/ links/ / Geogebra Applets'''<br>
 
'''*Website interactives/ links/ / Geogebra Applets'''<br>
 +
<ggb_applet width="1280" height="600" version="4.0" 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'''*Process:'''
 
'''*Process:'''
 
#Reiterate that when a transversal  intersects parallel lines, several pairs of congruent and supplementary angles are formed.
 
#Reiterate that when a transversal  intersects parallel lines, several pairs of congruent and supplementary angles are formed.
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