Draw a line segment AB . At any point C on it, draw a line segment CD ,making linear pair of angles DCA and DCB .Bisect these two angles. Call these bisecting rays CP and CQ . Measure angle PCQ . What do you notice . Why
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Bisector of Linear pair angles makes a right angle with each other
Step-by-step explanation:
Step 1 : Draw a line segment AB of any length
Step 2 : Marke any Point C on AB
Step 3 : Draw a line segment CD Such that
it form two angle DCA & DCB
Step 4 : Draw angle bisector of DCA & DCB
Procedure to draw angle bisector
take some length & cut CA & CD with same length at M & N points
now taking some Equal length Draw arcs from M & N such that arc intersect at P
join CP CP is Bisecting DCA
Similarly Draw CQ bisecting DCB
Now on Measuring ∠PCQ - we notice that this is a right angle
∠PCQ = 90°
Bisector of Linear pair angles makes a right angle with each other
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