VExample 3-27. If p1 = P(A), P2 = P (B), P3 = P (AnB), (Pi, P2 P3 > 0), express the following in terms of p1, p2, P3 (a) P (A U B ) , (b) P(Ā UB), (c) P (Ā OB), (d) P (Ā UB), (e) P (Ā O B) () P (An B ), (g) P (A IB), (h) P (B I A), (i) P[Ā O(A UB)].

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section9.9: Properties Of Determinants
Problem 42E
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Ехатple 3-27. If Pi3D P(A), Р2%3DР (В), Рз%3D Р (AB), (pи Po Pз> 0),
ехpress the follozwing in terms of pi, Pъ Pз
(a) P (AUB), (b) Р(A ОB), (с) Р (А ов, (а) Р (А UB), (e) Р (А о В)
() P (An B ), (g) P (A IB),
(h) P (BІ А), () Р [A n(AUB).
Transcribed Image Text:Ехатple 3-27. If Pi3D P(A), Р2%3DР (В), Рз%3D Р (AB), (pи Po Pз> 0), ехpress the follozwing in terms of pi, Pъ Pз (a) P (AUB), (b) Р(A ОB), (с) Р (А ов, (а) Р (А UB), (e) Р (А о В) () P (An B ), (g) P (A IB), (h) P (BІ А), () Р [A n(AUB).
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