Lesson 1: Unions and Intersections of Sets
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Last updated over 5 years ago
27 questions
10
Problem 1 Got It? Match each set. Sets may be used more than once.
Problem 1 Got It? Match each set. Sets may be used more than once.
- { 2, 4}
- {1, 2, 3, 4}
- P = {x|x is a whole number less than 5}
- Q = {y|y is an even natural number less than 5}
- P υ Q
10
Problem 1 Got It? Reasoning: What is true about the union of two distinct sets if one set is a subset of the other?
Problem 1 Got It? Reasoning: What is true about the union of two distinct sets if one set is a subset of the other?

10
Problem 2 Got It?
Problem 2 Got It?

10
Problem 2 Got It?
Problem 2 Got It?

10
Problem 2 Got It?
Problem 2 Got It?
10
Problem 3 Got It? Draw a Venn diagram to represent the union and intersection of the following sets.
A = {x|x is one of the first five letters in the English alphabet}B = {x|x is a vowel}C = {x|x is a letter in the word VEGETABLE}
Problem 3 Got It? Draw a Venn diagram to represent the union and intersection of the following sets.
A = {x|x is one of the first five letters in the English alphabet}
B = {x|x is a vowel}
C = {x|x is a letter in the word VEGETABLE}

10
Problem 3 Got It?
Problem 3 Got It?

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10
Vocabulary: Suppose A and B are nonempty sets. Which contains more elements: A ⋃ B or A ∩ B ? Explain your reasoning.
Vocabulary: Suppose A and B are nonempty sets. Which contains more elements: A ⋃ B or A ∩ B ? Explain your reasoning.
10
Compare and Contrast: How are unions and intersections of sets different?
Compare and Contrast: How are unions and intersections of sets different?
5
True or False: If x is an element of set A and x is not an element of set B, then x is an element of A ∪ B.
True or False: If x is an element of set A and x is not an element of set B, then x is an element of A ∪ B.
5
True or False: If x is an element of set A and x is an element of set B, then x is an element of A ∩ B.
True or False: If x is an element of set A and x is an element of set B, then x is an element of A ∩ B.
10
Complete the Venn diagram using sets A and B.
A = {1, 3, 5, 7, 9}
B = {2, 3, 4, 5}
Complete the Venn diagram using sets A and B.
A = {1, 3, 5, 7, 9}
B = {2, 3, 4, 5}
5
Use Your Vocabulary: Is the set {apple, banana, cheese, milk, pear, yogurt} the union or intersection of the sets D and F below?
D = {cheese, milk, yogurt}F = {apple, banana, pear}M = {bread, cheese, egg}
Use Your Vocabulary: Is the set {apple, banana, cheese, milk, pear, yogurt} the union or intersection of the sets D and F below?
D = {cheese, milk, yogurt}
F = {apple, banana, pear}
M = {bread, cheese, egg}
5
Use Your Vocabulary: Is the set {cheese} the union or intersection of the sets D and M below? D = {cheese, milk, yogurt}F = {apple, banana, pear}M = {bread, cheese, egg}
Use Your Vocabulary: Is the set {cheese} the union or intersection of the sets D and M below?
D = {cheese, milk, yogurt}
F = {apple, banana, pear}
M = {bread, cheese, egg}
5
Use Your Vocabulary: Is the empty set the union or intersection of the sets F and M below? D = {cheese, milk, yogurt}F = {apple, banana, pear}M = {bread, cheese, egg}
Use Your Vocabulary: Is the empty set the union or intersection of the sets F and M below?
D = {cheese, milk, yogurt}
F = {apple, banana, pear}
M = {bread, cheese, egg}
1
Shade the region indicated
Shade the region indicated
1
Shade the region indicated
Shade the region indicated
1
Shade the region indicated
Shade the region indicated
1
Shade the region indicated
Shade the region indicated
1
Shade the region indicated
Shade the region indicated
1
Shade the region indicated
Shade the region indicated
1
Shade the region indicated
Shade the region indicated
1
Shade the region indicated
Shade the region indicated




