Overlapping Sets Flashcards

(6 cards)

1
Q

Number of Members in Either Set

A

(A or B) = #A + #B - #(A and B)

Example:
How many students play football or soccer? To solve:

–> Total #football + Total #soccer - #Both Football and Soccer

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2
Q

Three Circle Venn Diagram Equations

A
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3
Q

When the Number of Unique Items is Known

A

–> Total # of Unique Members = #[A only + B Only + C Only] + #[(A and B) Only + #(A and C) Only + #(B and C) Only] + #[(A and B and C)] + #[Neither A nor B nor C]

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4
Q

When the Number of Unique Items is Unknown

A

–> Total # of Unique Elements = # in (Group A) + # in (Group B) + # in (Group C) - # in (Groups of Exactly Two) - 2[#in (Group of Exactly Three)] to # in (Neither)

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5
Q

Venn Diagrams Intersections

A
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6
Q

Venn Diagrams Intersections

A
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