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If a single fan among those surveyed is randomly selected, calculate the following probabilities, leaving your answers as reduced fractions or decimals to at least 3 places. 1. The probability the fan's favorite team is not the Lions. 2. The probability the fan's favorite team is the Lions or Vikings. 3. The probability the fan's favorite team is the Packers and Vikings.

If a single fan among those surveyed is randomly selected, calculate the following probabilities, leaving your answers as reduced fractions or decimals to at least 3 places. 1. The probability the fan's favorite team is not the Lions. 2. The probability the fan's favorite team is the Lions or Vikings. 3. The probability the fan's favorite team is the Packers and Vikings.

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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In a recent internet survey, fans were asked to choose their favorite NFC North team. The results are presented in the bar chart below. 304 25 20 15 10+ 5 Bar Chart of Favorite NFC North Team 31 21 Bears Calculator 18 Submit Question 30 Lions Packers If a single fan among those surveyed is randomly selected, calculate the following probabilities, leaving your answers as reduced fractions or decimals to at least 3 places. 1. The probability the fan's favorite team is not the Lions. 2. The probability the fan's favorite team is the Lions or Vikings. Vikings 3. The probability the fan's favorite team is the Packers and Vikings. 4. The probability the fan's favorite team is the Raiders.
Transcribed Image Text:In a recent internet survey, fans were asked to choose their favorite NFC North team. The results are presented in the bar chart below. 304 25 20 15 10+ 5 Bar Chart of Favorite NFC North Team 31 21 Bears Calculator 18 Submit Question 30 Lions Packers If a single fan among those surveyed is randomly selected, calculate the following probabilities, leaving your answers as reduced fractions or decimals to at least 3 places. 1. The probability the fan's favorite team is not the Lions. 2. The probability the fan's favorite team is the Lions or Vikings. Vikings 3. The probability the fan's favorite team is the Packers and Vikings. 4. The probability the fan's favorite team is the Raiders.
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