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Suppose that in a certain country, the probability of having red hair is 0.10, and the probability of having blue eyes is 0.30. The probability of having both characteristics is 0.03. The probabilities are shown in the Venn diagram, where A is the event that a randomly chosen inhabitant of this country has red hair, and Bis the event that a randomly chosen inhabitant has blue eyes. A not B Both B not A 0.27 0.07 0.03 A=0.10 B=0.30 Calculate the conditional probability of a person having blue eyes given that he or she has red hair, and use the value to determine whether having blue eyes and red hair are independent. P(B| A) = Having red hair is of having blue eyes because

Suppose that in a certain country, the probability of having red hair is 0.10, and the probability of having blue eyes is 0.30. The probability of having both characteristics is 0.03. The probabilities are shown in the Venn diagram, where A is the event that a randomly chosen inhabitant of this country has red hair, and Bis the event that a randomly chosen inhabitant has blue eyes. A not B Both B not A 0.27 0.07 0.03 A=0.10 B=0.30 Calculate the conditional probability of a person having blue eyes given that he or she has red hair, and use the value to determine whether having blue eyes and red hair are independent. P(B| A) = Having red hair is of having blue eyes because

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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of 18 > Suppose that in a certain country, the probability of having red hair is 0.10, and the probability of having blue eyes is 0.30. The probability of having both characteristics is 0.03. The probabilities are shown in the Venn diagram, where A is the event that a randomly chosen inhabitant of this country has red hair, and Bis the event that a randomly chosen inhabitant has blue eyes. A not B 0.07 Both 0.03 В пос A 0.27 A=0.10 B=0.30 Calculate the conditional probability of a person having blue eyes given that he or she has red hair, and use the value to determine whether having blue eyes and red hair are independent. P(B | A) = Having red hair is of having blue eyes because
Transcribed Image Text:of 18 > Suppose that in a certain country, the probability of having red hair is 0.10, and the probability of having blue eyes is 0.30. The probability of having both characteristics is 0.03. The probabilities are shown in the Venn diagram, where A is the event that a randomly chosen inhabitant of this country has red hair, and Bis the event that a randomly chosen inhabitant has blue eyes. A not B 0.07 Both 0.03 В пос A 0.27 A=0.10 B=0.30 Calculate the conditional probability of a person having blue eyes given that he or she has red hair, and use the value to determine whether having blue eyes and red hair are independent. P(B | A) = Having red hair is of having blue eyes because
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