p(a u b u c) = p(a u b) + p(c) - p((a u b)^c) = p(a) + p(b) - p(a^b) + p(c) - p((a^c) u (b^c)) = p(a) + p(b) - p(a^b) + p(c) - [p(a^c) + p(b^c) - p((a^c)^(b^c))] For example, let's pretend we are doing a two-set overlap counting students taking Physics and Biology courses. ! This is the final Venn diagram after obtaining the solution to the set problem. For the Venn diagram image attached please explain the formula for P(AuBuC). Among them, … A Venn diagram is a simple but powerful way to represent the relationships between datasets. The simplest and most typical Venn diagram depicts two overlapping circles: Sets A (creatures with … For 3 sets A, B, and C: P(AuBuC) : P(A) + P(B) + P(C) – P(AnB) – P(AnC) – P(BnC) + P(AnBnC) ... and to each segment of the venn diagram. As you see, the Venn diagram formula can help you to find solutions for a variety of problems and questions from the real life. 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