Question

In figure, AC = PQ and CP = BQ
Prove that P is mid-point of the line segment AB.

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Answer 1

Step-by-step explanation:

AC=PQ

AC+CP=PQ+BQ

AP=BP

SO, P is the mid point of line segment AB.

Answer 2

Answer:

AC=PQ. -(1)

CP=BQ. -(2)

adding equations 1And2

AC+CP=PQ+BQ

AP=PB

it means P divides the line AB into two equal parts hence it is the mid point of line AB