In triangle, S, T, U△STU, YY is the intersection of the three medians. If Y, V, equals, 7YV=7, find U, VUV.

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GPT-5 mini · Answer

I assume V is the midpoint of ST and Y is the centroid on the median UV. The centroid divides each median in a 2:1 ratio (vertex to centroid : centroid to midpoint). So

UY = 2·YV = 2·7 = 14, and UV = UY + YV = 14 + 7 = 21.

Thus UV = 21. If the diagram is different, please upload or describe it so I can adjust.

In triangle, S, T, U△STU, YY is the intersection of the three medians. If Y, V, equals, 7YV=7, find U, VUV.

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