MTH106 TMA SOLUTIONS 2019
MTH106 68351 Let S = {a, b, c, d} and T = {f, b, d, g}. Then the intersection of set S and T is D {b, d,c} {b, d, f} {b, d, g} {b, d}
MTH106 68347 Let M = {a,b}, Then \\[2^{M}\\] is\r\n D {{a, b}, {a}, {b}} {{a, b}, {b}, ∅} {{a}, {b}, ∅} {{a, b}, {a}, {b}, ∅}
MTH106 68352 The sets (A-B), \\(A\\cap B\\) and (B-A) are mutually disjoint implies… D the union of any two is the null set the difference of any two is the null set None of the option the intersection of any two is the null set
MTH106 68348 Let P(x) be any statement and let A be any set. Then there exists a set: {B={a|a\\in A,P} (a) is true}. The statement represents the C Euclidean geometry axiom axiom of extension axiom of specification None of the options
MTH106 68353 Let E = {2, 4, 6, ...}. What is the compliment of the set E? B rational numbers odd numbers prime numbers even numbers
MTH106 68346 The family of all the subsets of any set S is called B the cardinality set of S the power set of S the null set of S the identity set of S
MTH106 68350 _____ is the set of elements which are common to A and B, that is, those elements which belong to A and which belong to B. B The compliment of sets A and B The intersection of sets A and B The difference of Sets A and B The union of sets A and B
MTH106 68351 Let S = {a, b, c, d} and T = {f, b, d, g}. Then the intersection of set S and T is D {b, d,c} {b, d, f} {b, d, g} {b, d}
MTH106 68354 The … are those real numbers, which can be expressed as the ratio of two integers B integers rational numbers natural numbers irrational numbersFYI
MTH106 68351 Let S = {a, b, c, d} and T = {f, b, d, g}. Then the intersection of set S and T is D {b, d,c} {b, d, f} {b, d, g} {b, d}
MTH106 68347 Let M = {a,b}, Then \\[2^{M}\\] is\r\n D {{a, b}, {a}, {b}} {{a, b}, {b}, ∅} {{a}, {b}, ∅} {{a, b}, {a}, {b}, ∅}
MTH106 68352 The sets (A-B), \\(A\\cap B\\) and (B-A) are mutually disjoint implies… D the union of any two is the null set the difference of any two is the null set None of the option the intersection of any two is the null set
MTH106 68348 Let P(x) be any statement and let A be any set. Then there exists a set: {B={a|a\\in A,P} (a) is true}. The statement represents the C Euclidean geometry axiom axiom of extension axiom of specification None of the options
MTH106 68353 Let E = {2, 4, 6, ...}. What is the compliment of the set E? B rational numbers odd numbers prime numbers even numbers
MTH106 68346 The family of all the subsets of any set S is called B the cardinality set of S the power set of S the null set of S the identity set of S
MTH106 68350 _____ is the set of elements which are common to A and B, that is, those elements which belong to A and which belong to B. B The compliment of sets A and B The intersection of sets A and B The difference of Sets A and B The union of sets A and B
MTH106 68351 Let S = {a, b, c, d} and T = {f, b, d, g}. Then the intersection of set S and T is D {b, d,c} {b, d, f} {b, d, g} {b, d}
MTH106 68354 The … are those real numbers, which can be expressed as the ratio of two integers B integers rational numbers natural numbers irrational numbersFYI
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