The successor of the set A is the set A ∪ { A } . Suppose that A is the multiset that has as its elements the types of computer equipment needed by one department of A university and the multiplicities are the number of pieces of each type needed, and B is the analogous multiset for A second department of the university. For instance, A could be the multiset {107 ⋅ personal computers, 44 ⋅ routers, 6 ⋅ servers} and B could be the multiset {14 ⋅ personal computers, 6 ⋅ routers, 2 ⋅ mainframes}. What combination of A and B represents the equipment the university should buy assuming both departments use the same equipment? What combination of A and B represents the equipment that will be used by both departments if both departments use the same equipment? What combination of A and B represents the equipment that the second department uses, but the first department does not, if both departments use the same equipment? What combination of A and B represents the equipment that the university should purchase if the departments do not share equipment?
The successor of the set A is the set A ∪ { A } . Suppose that A is the multiset that has as its elements the types of computer equipment needed by one department of A university and the multiplicities are the number of pieces of each type needed, and B is the analogous multiset for A second department of the university. For instance, A could be the multiset {107 ⋅ personal computers, 44 ⋅ routers, 6 ⋅ servers} and B could be the multiset {14 ⋅ personal computers, 6 ⋅ routers, 2 ⋅ mainframes}. What combination of A and B represents the equipment the university should buy assuming both departments use the same equipment? What combination of A and B represents the equipment that will be used by both departments if both departments use the same equipment? What combination of A and B represents the equipment that the second department uses, but the first department does not, if both departments use the same equipment? What combination of A and B represents the equipment that the university should purchase if the departments do not share equipment?
Suppose that A is the multiset that has as its elements the types of computer equipment needed by one department of A university and the multiplicities are the number of pieces of each type needed, and B is the analogous multiset for A second department of the university. For instance, A could be the multiset {107
⋅
personal computers, 44
⋅
routers, 6
⋅
servers} and B could be the multiset {14
⋅
personal computers, 6
⋅
routers, 2
⋅
mainframes}.
What combination of A and B represents the equipment the university should buy assuming both departments use the same equipment?
What combination of A and B represents the equipment that will be used by both departments if both departments use the same equipment?
What combination of A and B represents the equipment that the second department uses, but the first department does not, if both departments use the same equipment?
What combination of A and B represents the equipment that the university should purchase if the departments do not share equipment?
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Algorithms and Data Structures - Full Course for Beginners from Treehouse; Author: freeCodeCamp.org;https://www.youtube.com/watch?v=8hly31xKli0;License: Standard Youtube License