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The up-triangle has this equation: $$(x \geq 0) \cap (y \geq 1) \cap (z \geq -3)$$ and the down triangle has this equation: $$(x \leq 0) \cap (y \leq -1) \cap (z \leq 3)$$ By taking the equations of the lines of the triangle sides two at a time, we can easily calculate the three vertices of the triangle: \([k, m, \ldots] \rightarrow [k, m, -k -m]\) \([k, \ldots, n] \rightarrow [k, -k – n, n]\) \([\ldots, m, n] \rightarrow [-m – n, m, n]\) The length of the sides can now be calculated