if Q is the midpoint of a line segment a b and P is the midpoint of PQ then show that PQ is equal to one by fourth of a b

if Q is the midpoint of a line segment a b and P is the midpoint of PQ

1.	if Q is the midpoint of a line segment a b and P is the midpoint of PQ then show that PQ is equal to one by fourth of a b
Answer» AP=2AQ. or AQ=1/2AP AQ=2PQ THUS 1/2AP=2PQ or AP=1/4PQ

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if Q is the midpoint of a line segment a b and P is the midpoint of PQ then show that PQ is equal to one by fourth of a b

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