G is the centroid of triangle ABC. \(G_1,G_2,\) and \( G_3 \) are the centroids of triangle BCG, triangle CAG, and triangle ABG, respectively. What is \(\dfrac{[G_1G_2G_3]}{[ABC]}\)?
$[G_1 G_2 G_3]/[ABC] = \frac{1}{12}$
[G1G2G3] / [ABC] = 1 / 9
This answer is correct!!!
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