Topics
1. Foundations of Geometry
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Geometry

1.02 Venn diagrams and sets

Lesson
Practice
Adaptive
Worksheet

Interactive practice questions

Consider the given Venn diagram.

Two overlapping circles create a Venn diagram with numbers placed in various sections. On the left, circle A contains the numbers 5, 4, and 1 outside the overlapping area. The right circle, labeled B, contains the numbers 7 and 14 outside the overlapping area. The overlapping section between circles A and B contains the numbers 11 and 6. The number 10 and 12 is placed outside both circles.
a

List the elements that belong in the set $A'$A′.

b

List the elements that belong in the set $B'$B′.

Easy
1 min

Consider the given Venn diagram.

Easy
1 min

Consider the given Venn diagram.

Easy
< 1 min

$P$P and $Q$Q are sets of flower varieties, with $P$P$=$={roses, lilies and daisies} and $Q$Q$=$={lilies and sunflowers}.

There are no other flower varieties in universal set $E$E.

Easy
< 1 min
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Outcomes

G.RLT.1

The student will translate logic statements, identify conditional statements, and use and interpret Venn diagrams.

G.RLT.1c

Use Venn diagrams to represent set relationships, including union, intersection, subset, and negation.

G.RLT.1d

Interpret Venn diagrams, including those representing contextual situations.

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