Given that n(A n B) = 15, n( ABC) = 7, n(An C) = 17, n(B n C) = 7, n(An C') = 18, n(B n C") = 17, n(C)= 27, and n(A' B'
-
answerhappygod
- Site Admin
- Posts: 899604
- Joined: Mon Aug 02, 2021 8:13 am
Given that n(A n B) = 15, n( ABC) = 7, n(An C) = 17, n(B n C) = 7, n(An C') = 18, n(B n C") = 17, n(C)= 27, and n(A' B'
Given that n(A n B) = 15, n( ABC) = 7, n(An C) = 17, n(B n C) = 7, n(An C') = 18, n(B n C") = 17, n(C)= 27, and n(A' 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. 1 II III V IV VI VII 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 Velement(s) in region VI, element(s) in region VII, and element(s) in region VIII.
Join a community of subject matter experts. Register for FREE to view solutions, replies, and use search function. Request answer by replying!