ABC is a triangle in p, q, and r are the mid point of the sides bc, CA and ab. bq and rp intersect at x and rc intersect at pq prove that xy=1/4bc
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PQRB and PRQC is a parallelogram.
In triangle ABC,
RQll BC RQ=1/2BC (MPT )....1
X and Y are midpoints of PR and PQ
XY=1/2 RQ....2
XY=1/4BC(from 1 and 2)
In triangle ABC,
RQll BC RQ=1/2BC (MPT )....1
X and Y are midpoints of PR and PQ
XY=1/2 RQ....2
XY=1/4BC(from 1 and 2)
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