in the figure L ll M show that ∠1+∠2+∠3=180°.
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from the figure let BC be extended upto point E
and the line BE must be straight.( 180 degrees)
then angleDEC = angle CBC( if lines are corresponding angles equal )
according to the above assumption angle BCD = angle DCE.
hence DCE is a triangle with angles 1,2,3
we know that angles in a triangle are 180
HENCE PROVED
hope this answer helps u....
and the line BE must be straight.( 180 degrees)
then angleDEC = angle CBC( if lines are corresponding angles equal )
according to the above assumption angle BCD = angle DCE.
hence DCE is a triangle with angles 1,2,3
we know that angles in a triangle are 180
HENCE PROVED
hope this answer helps u....
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