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The accompanying Venn diagram shows the number of elements in region V. Use the given cardinalities to determine the number of elements in each of the other seven regions. n(U) = 44, n(A) = 20, n(B) = 18, n(C)= 20, n(ANB) = 11, n(ANC) = 10, n(BNC) = 6 elements in region I. elements in region II. There are There are There are 5 elements in region III. There are 6 elements in region IV. There are 2 elements in region VI. There are elements in region VII. ... A I II V IV 4 VII B III VI VIII

The accompanying Venn diagram shows the number of elements in region V. Use the given cardinalities to determine the number of elements in each of the other seven regions. n(U) = 44, n(A) = 20, n(B) = 18, n(C)= 20, n(ANB) = 11, n(ANC) = 10, n(BNC) = 6 elements in region I. elements in region II. There are There are There are 5 elements in region III. There are 6 elements in region IV. There are 2 elements in region VI. There are elements in region VII. ... A I II V IV 4 VII B III VI VIII

College Algebra
College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter9: Sequences, Probability And Counting Theory
Section9.5: Counting Principles
Problem 36SE: The number of 5-element subsets from a set containing n elements is equal to the number of 6-element...
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The accompanying Venn diagram shows the number of elements in region V. Use the given cardinalities to determine the number of elements in each of the other seven regions. n(U) = 44, n(A) = 20, n(B) = 18, n(C)= 20, n(ANB) = 11, n(ANC) = 10, n(BNC) = 6 There are There are There are 5 elements in region III. There are 6 elements in region IV. There are 2 elements in region VI. There are elements in region VII. elements in region I. elements in region II. example Get more help - HE C = Vi A I T L. IV II V 4 VI VII B 3 III VIII More CI 9
Transcribed Image Text:The accompanying Venn diagram shows the number of elements in region V. Use the given cardinalities to determine the number of elements in each of the other seven regions. n(U) = 44, n(A) = 20, n(B) = 18, n(C)= 20, n(ANB) = 11, n(ANC) = 10, n(BNC) = 6 There are There are There are 5 elements in region III. There are 6 elements in region IV. There are 2 elements in region VI. There are elements in region VII. elements in region I. elements in region II. example Get more help - HE C = Vi A I T L. IV II V 4 VI VII B 3 III VIII More CI 9
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Use the Venn diagram shown to the right to determine whether the given sets are equal for all sets A and B. ANB', (AUB')' Choose the correct answer below. O A. ANB' and (AUB')' are not equal for all sets A and B. O B. AnB' and (AUB')' are equal for all sets A and B. C I II III B IV
Transcribed Image Text:Use the Venn diagram shown to the right to determine whether the given sets are equal for all sets A and B. ANB', (AUB')' Choose the correct answer below. O A. ANB' and (AUB')' are not equal for all sets A and B. O B. AnB' and (AUB')' are equal for all sets A and B. C I II III B IV
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