Given that n(An B) = 5, n(An Bn C) = 2, n(An C) = 5, n(B nC)=2, n(An C) = 11, n(B nC) = 5, n(C)=8, and n(A'n B'n C) = 7, determine the number of element(s) in each of the disjoint regions labeled with Roman numerals in the Venn diagram below. U B I IV II V VII III VI C VIII There are element(s) in region I, element(s) in region II, element(s) in region III, element(s) in region IV, element(s) in region V, element(s) in region VI, element(s) in region VII, and element(s) in region VIII.
Given that n(An B) = 5, n(An Bn C) = 2, n(An C) = 5, n(B nC)=2, n(An C) = 11, n(B nC) = 5, n(C)=8, and n(A'n B'n C) = 7, determine the number of element(s) in each of the disjoint regions labeled with Roman numerals in the Venn diagram below. U B I IV II V VII III VI C VIII There are element(s) in region I, element(s) in region II, element(s) in region III, element(s) in region IV, element(s) in region V, element(s) in region VI, element(s) in region VII, and element(s) in region VIII.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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
Transcribed Image Text:Given that n(An B)=5, n(AnBnC)=2, n(An C) = 5, n(B nC)=2, n(An C) = 11, n(BNC) = 5,
n(C)=8, and n(A'n B'n C) - 7, determine the number of element(s) in each of the disjoint regions
labeled with Roman numerals in the Venn diagram below.
U
B
A
I
IV
II
V
VII
VI
C
VIII
CHO
There are element(s) in region I,
element(s) in region II, element(s) in region III,
element(s) in region IV. element(s) in region V. element(s) in region VI. element(s) in
region VII, and element(s) in region VIII.
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