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Shade the Venn diagram to represent the set A ' U ( A ∩ B )

MATH 110 Sec 2-4: More Venn Diagrams Practice Exercises. Shade the Venn diagram to represent the set A ' U ( A ∩ B ). B. A. U. MATH 110 Sec 2-4: More Venn Diagrams Practice Exercises. U. W. X. What regions make up X ∩ W ' ∩ Y ?. Y.

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Shade the Venn diagram to represent the set A ' U ( A ∩ B )

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  1. MATH 110 Sec 2-4: More Venn DiagramsPractice Exercises Shade the Venn diagram to represent the setA' U (A ∩ B) B A U

  2. MATH 110 Sec 2-4: More Venn DiagramsPractice Exercises U W X What regions make up X∩ W'∩ Y ? Y

  3. MATH 110 Sec 2-4: More Venn DiagramsPractice Exercises n(A) = 16, n(B) = 21, n(A∩ B) = 13, n(A') = 38 Use the given information to fill in the number of elementsfor each region in the Venn diagram below. B A U

  4. MATH 110 Sec 2-4: More Venn DiagramsPractice Exercises n(A∩B∩C)=2 n(C)=29n(A∩C)=10 n(A∩C')=28 n(A'∩B'∩C')=8 n(A∩B)=9 n(B∩C)=11 n(B')=41 Find the number of elements in each region below. B A U C

  5. MATH 110 Sec 2-4: More Venn DiagramsPractice Exercises A∩B=Ø n(B∩C)=3n(A ─ C)=1 n(U)=19 n(A∩C)=11 n(C ─ A)=7 n(B∩C)=11 Find the number of elements in sets A, B & C if: B A U C

  6. MATH 110 Sec 2-4: More Venn DiagramsPractice Exercises The number of animals counted in wildlife observations of a certain watering hole are shown by class and time of highest activity (see table). Using the letters in the table, find n(AD) and n(BF).

  7. MATH 110 Sec 2-4: More Venn DiagramsPractice Exercises 24 had soccer 13 had soccer & rugby 7 had all three 23 had rugby 12 had soccer & volleyball 19 had volleyball 13 had rugby & volleyball 92 cities were surveyed to determine sports teams. B Fill in the number of elements in each region. A U C

  8. MATH 110 Sec 2-4: More Venn DiagramsPractice Exercises 24 had soccer 13 had soccer & rugby 7 had all three 23 had rugby 12 had soccer & volleyball 19 had volleyball 13 had rugby & volleyball 92 cities were surveyed to determine sports teams. B Howmanyhadonlyvolleyball? A 6 6 4 7 5 6 U 1 57 C

  9. MATH 110 Sec 2-4: More Venn DiagramsPractice Exercises 24 had soccer 13 had soccer & rugby 7 had all three 23 had rugby 12 had soccer & volleyball 19 had volleyball 13 had rugby & volleyball 92 cities were surveyed to determine sports teams. B Howmanyhad soccer & rugby but not volleyball? A 6 6 4 7 5 6 U 1 57 C

  10. MATH 110 Sec 2-4: More Venn DiagramsPractice Exercises 24 had soccer 13 had soccer & rugby 7 had all three 23 had rugby 12 had soccer & volleyball 19 had volleyball 13 had rugby & volleyball 92 cities were surveyed to determine sports teams. B Howmanyhadsoccerorrugby? A 6 6 4 7 5 6 U 1 57 C

  11. MATH 110 Sec 2-4: More Venn DiagramsPractice Exercises 24 had soccer 13 had soccer & rugby 7 had all three 23 had rugby 12 had soccer & volleyball 19 had volleyball 13 had rugby & volleyball 92 cities were surveyed to determine sports teams. B Howmanyhadsoccerorrugby but not volleyball? A 6 6 4 7 5 6 U 1 57 C

  12. MATH 110 Sec 2-4: More Venn DiagramsPractice Exercises 24 had soccer 13 had soccer & rugby 7 had all three 23 had rugby 12 had soccer & volleyball 19 had volleyball 13 had rugby & volleyball 92 cities were surveyed to determine sports teams. B Howmanyhadexactly 2 teams? A 6 6 4 7 5 6 U 1 57 C

  13. MATH 110 Sec 2-4: More Venn DiagramsPractice Exercises 99 had a dog 98 had neither a dog nor a cat 76 had a cat and also had no parakeet 34 had a dog & cat 8 had a dog, a cat & a parakeet A survey of 260 families: B Howmanyhadaparakeetonly? A U C

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