in the adjoining figure Gis is centroid of triangle PQR if pt = 6cm, QA = 9cm, BG = 5cm, find QG, RB, PG
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The point of concurrence of medians of a triangle divides each median in the ratio 2:1.
Let us suppose the length of PG and GT be 2x and x.
Therefore, the value of x is 2.5
Now, PG=2x
=2(2.5)
=5units
Now, PT=PG+GT$
=5+2.5
=7.5units
Hence, the length od PG and GT is 5 and 7.5 respectively.
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