Question 13 Suppose we have two events, E and F, with the following characteristics: p(E)=0.35 p (F) = 0.6 p(EnF) = 0.21 Are events E and Findependent? O True False
Question 13 Suppose we have two events, E and F, with the following characteristics: p(E)=0.35 p (F) = 0.6 p(EnF) = 0.21 Are events E and Findependent? O True False
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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Question 13
Suppose we have two events, E and F, with the following characteristics:
p(E)=0.35 p (F) = 0.6 p(EnF) = 0.21
Are events E and Findependent?
O True
O False
Question 14
On April 25, 5:30PM MDT, it was estimated 32.1 million people in the United States had been
infected with COVID-19, with 332,601,421 total people in the United States. Thus the probability of
any one person having been infected with COVID-19 was 0.097 (rounded).
What is the probability of getting exactly 5 people who have had COVID-19 in a sample of 100
people?
0.163
0.097
0.040
0.903"
Transcribed Image Text:D
Question 13
Suppose we have two events, E and F, with the following characteristics:
p(E)=0.35 p (F) = 0.6 p(EnF) = 0.21
Are events E and Findependent?
O True
O False
Question 14
On April 25, 5:30PM MDT, it was estimated 32.1 million people in the United States had been
infected with COVID-19, with 332,601,421 total people in the United States. Thus the probability of
any one person having been infected with COVID-19 was 0.097 (rounded).
What is the probability of getting exactly 5 people who have had COVID-19 in a sample of 100
people?
0.163
0.097
0.040
0.903
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