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Here five sets specified by shaded areas. There follow five set expressions. For each set expression indicate which set is dentified by that expression. 2 3 B A C C Enter just the number above each set diagram next to the expression which specifies that set. BU C)N A СПА) - В BU (Cn A) (А — С)

Here five sets specified by shaded areas. There follow five set expressions. For each set expression indicate which set is dentified by that expression. 2 3 B A C C Enter just the number above each set diagram next to the expression which specifies that set. BU C)N A СПА) - В BU (Cn A) (А — С)

A First Course in Probability (10th Edition)
A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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Here you see five sets specified by shaded areas in Venn diagrams, labeled 1 to 5. Additionally, there are five set expressions provided. For each set expression, you need to determine which diagram is identified by that particular expression. Enter the number above each set diagram next to the respective expression. ### Diagrams: 1. **Diagram 1**: Three-circle Venn diagram. The intersection of all three sets (A, B, C) is shaded. 2. **Diagram 2**: Three-circle Venn diagram. Only set A is shaded. 3. **Diagram 3**: Three-circle Venn diagram. The intersection of sets A and B is shaded. 4. **Diagram 4**: Three-circle Venn diagram. The intersection of sets A, B, and C is shaded. 5. **Diagram 5**: Three-circle Venn diagram. The intersection of sets A and C is shaded. ### Set Expressions: - \((B \cup C) \cap A\) - \((C \cap A) - B\) - \(B \cup (C \cap A)\) - \((A - C)\) - \((A \cap B) \cap C\) For each expression, match it with the corresponding diagram number by analyzing which areas of the Venn diagrams are shaded to represent each set operation.
Transcribed Image Text:Here you see five sets specified by shaded areas in Venn diagrams, labeled 1 to 5. Additionally, there are five set expressions provided. For each set expression, you need to determine which diagram is identified by that particular expression. Enter the number above each set diagram next to the respective expression. ### Diagrams: 1. **Diagram 1**: Three-circle Venn diagram. The intersection of all three sets (A, B, C) is shaded. 2. **Diagram 2**: Three-circle Venn diagram. Only set A is shaded. 3. **Diagram 3**: Three-circle Venn diagram. The intersection of sets A and B is shaded. 4. **Diagram 4**: Three-circle Venn diagram. The intersection of sets A, B, and C is shaded. 5. **Diagram 5**: Three-circle Venn diagram. The intersection of sets A and C is shaded. ### Set Expressions: - \((B \cup C) \cap A\) - \((C \cap A) - B\) - \(B \cup (C \cap A)\) - \((A - C)\) - \((A \cap B) \cap C\) For each expression, match it with the corresponding diagram number by analyzing which areas of the Venn diagrams are shaded to represent each set operation.
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