Question

if a point Q lies between two points p and r such that PQ=QR, prove that PQ =1/2 QR​

Answer 1

Answer:

If P, Q, R are three points on a lineand Q lies between P and R, then prove that PQ+ QR=PR.

In addition, the P, Q, R and S includes with A and B takes the midpoints and taking values respectively and continues to trisection of vector of QR.

Q lies between two points P and R.PQ = QR =>PQ + QR = PR =>PQ + PQ = PR =>2(PQ) = PR=>PQ = 1/2 PR. Hence proved.

Step-by-step explanation:

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