MTH211
Question: Given the sets A =\\(\\mathrm{\\ 0W)1\\(\\mathrm{\\}}\\), B =\\(\\mathrm{\\ {}\\)1,2, 3\\(\\mathrm{\\}}\\), and C =\\(\\mathrm{\\0W)5\\(\\mathrm{\\}}\\) is their superst
Answer: S =\\(\\mathrm{\\{}\\)1, 2, 3, 4, 5\\ (\\mathrm{\\}}\\)
Question: \\(\\frac{2}{3}\\ \\) is an example of number
Answer: rational
Question: Exhibit in tabular form \\(A=\\ {a:a\\in N,\\ \\ 2<a<6\\}\\)
Answer: \\(\\{3,4,5\\}\\)
Question: Consider the subsets K =\\ (\\mathrm{\\{}\\)2,4, 6, 8\\(\\mathrm{\\}}\\), L\n=\\)\\mathrm{\\{}\\)1,2, 3, 4\\)\\mathrm{\\}}\\)of U=\\)\\mathrm{\\{}\\)1,2, 3,\n 10\\)\\mathrm{\\}}\\). Find \\)KA{\’}\\)?
Answer: \\(\\mathrm{\\{}\\)1, 3, 5, 7, 9,10\\ (\\mathrm{\\}}\\)
Question: The set \\(\\left\\{ a+b:a,b\\in ZWrightW} \\) is set of number
Answer: real
Question: When two sets A and B consist of the same elements, they are called sets
Answer: union
Question: Which of these is not a set of numbers
Answer: intregral domain
Question: Let A = \\(Umathrm{\\{}\\)1,2\\ (\\mathrm{\\}}\\), B = \\(\\mathrm{\\{}\\)a,b,c\\ (\\mathrm{\\}}\\),\nC = \\)\\mathrm{\\ OW)c,d\\)\\mathrm{\\}}\\). Find \\)A\\ WtimesW (BWcapW C).\\)
Answer: \\(\\mathrm{\\{}\\)( 1 , c), (2, c)\\ (\\mathrm{\\}}\\)
Question: \\(2-i5\\) is an example of number
Answer: complex
Question: If \\(A=B\\), then \\(A-B\\)=
Answer: empty set
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