1. A is the set of people who go to a resort area for vacation, B is the set of people who take a cruise for vacation and C is the set of people who go to a national park for a vacation. The numbers in the figure represent the number of people in that region. Suppose n(A)=150, n(B)=100, and n(C)=300. A.) How many people only go to a resort area for vacation? B.) How many either go to a resort or take a cruise for vacation? C.) How many people use exactly 2 or 3 methods to take a vacation D.) How many people either go to a national park or to a resort area on vacations but not take a cruise?

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter7: Exponents And Exponential Functions
Section7.1: Multiplication Properties Of Exponents
Problem 1BGP
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1. A is the set of people who go to a resort area for vacation, B is the set of people who take a cruise for vacation and C is the set of people who go to a national park for a vacation. The numbers in the figure represent the number of people in that region. Suppose n(A)=150, n(B)=100, and n(C)=300. A.) How many people only go to a resort area for vacation? B.) How many either go to a resort or take a cruise for vacation? C.) How many people use exactly 2 or 3 methods to take a vacation D.) How many people either go to a national park or to a resort area on vacations but not take a cruise?
А
45
B
20
32
54
C
Transcribed Image Text:А 45 B 20 32 54 C
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