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Show that a square with vertices t, u, v, w has center 1/4 (t+u+v+w).
2026-04-05 00:24:03.1775348643
Show that a square with vertices t, u, v, w has center 1/4 (t+u+v+w).
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Note that $1/4(t+u+v+w)$, if t, u, v, and w are integers gives the mean(average) of the four numbers. This may help in your understanding of how the center of the square is $1/4(t+u+v+w)$.