Zambia G5 Math: Subsets Quiz

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Proper vs improper subsets

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Zambia G5 Math: Subsets Quiz


Zambia G5 Math: Subsets QuizVersión en línea Proper vs improper subsets por Hidden Author 1 With respect to Set K = {10, 20, 30, 40}, how should {10, 30} be classified? a proper subset b not a subset c improper subset 2 With respect to Set K = {10, 20, 30, 40}, how should {10, 20, 30, 40} be classified? a improper subset b proper subset c not a subset 3 With respect to Set K = {10, 20, 30, 40}, how should {10, 20, 50} be classified? a proper subset b not a subset c improper subset 4 With respect to Set K = {10, 20, 30, 40}, how should { } be classified according to this chapter? a not a subset b proper subset c improper subset 5 With respect to {1, 2, 3, 4}, how should {1, 2, 3} be classified? a not a subset b proper subset c improper subset 6 With respect to {1, 2, 3, 4}, how should {5, 6} be classified? a improper subset b not a subset c proper subset 7 With respect to {dog, cat, goat}, how should {dog, cat, goat} be classified? a improper subset b not a subset c proper subset 8 With respect to {Monday, Wednesday, Friday}, how should {Monday, Friday} be classified? a proper subset b not a subset c improper subset 9 With respect to {apple, banana, orange}, how should {orange} be classified? a proper subset b improper subset c not a subset 10 Which statement best describes a proper subset? It must contain every member of the main set. It contains only members of the main set but is not equal to the main set. It contains at least one member not found in the main set. a It contains at least one member not found in the main set. b It contains only members of the main set but is not equal to the main set. c It must contain every member of the main set. 11 Which statement best describes an improper subset? It must have fewer members than the main set. It contains a member outside the main set. It has exactly the same members as the main set. a It must have fewer members than the main set. b It contains a member outside the main set. c It has exactly the same members as the main set. 12 Which condition means the first set is NOT a subset? Both sets have exactly the same members. At least one member is missing from the second set. The first set has fewer members and every member is present. a The first set has fewer members and every member is present. b Both sets have exactly the same members. c At least one member is missing from the second set.

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Zambia G5 Math: Subsets Quiz

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Zambia G5 Math: Subsets QuizVersión en línea

por Hidden Author

With respect to Set K = {10, 20, 30, 40}, how should {10, 30} be classified?

With respect to Set K = {10, 20, 30, 40}, how should {10, 20, 30, 40} be classified?

With respect to Set K = {10, 20, 30, 40}, how should {10, 20, 50} be classified?

With respect to Set K = {10, 20, 30, 40}, how should { } be classified according to this chapter?

With respect to {1, 2, 3, 4}, how should {1, 2, 3} be classified?

With respect to {1, 2, 3, 4}, how should {5, 6} be classified?

With respect to {dog, cat, goat}, how should {dog, cat, goat} be classified?

With respect to {Monday, Wednesday, Friday}, how should {Monday, Friday} be classified?

With respect to {apple, banana, orange}, how should {orange} be classified?

Which statement best describes a proper subset? It must contain every member of the main set. It contains only members of the main set but is not equal to the main set. It contains at least one member not found in the main set.

Which statement best describes an improper subset? It must have fewer members than the main set. It contains a member outside the main set. It has exactly the same members as the main set.

Which condition means the first set is NOT a subset? Both sets have exactly the same members. At least one member is missing from the second set. The first set has fewer members and every member is present.