1. For any sets A, B, and C; the distributive law states AU (B nC); that is a. (A U B) n (A UC) b. (A N B) n (AUC) d. (A U B) U (Anc) c. (A U B) U (A U C)

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
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Chapter1: Combinatorial Analysis
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1. For any sets A, B, and C; the distributive law states
AU (B n C); that is
a. (A U B) n (AU C)
c. (A U B) U (A U C)
b. (AN B) n (AUC)
d. (A U B) U (Anc)
Transcribed Image Text:1. For any sets A, B, and C; the distributive law states AU (B n C); that is a. (A U B) n (AU C) c. (A U B) U (A U C) b. (AN B) n (AUC) d. (A U B) U (Anc)
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