Ime unu D JLIT Imean probability 12) Use the table below to answer questions. Round to four decimal places. Low Blood Pressure Normal Blood Pressure High Blood Pressure Smoker 80 30 Non-Smoker 42 75 22 35 a) Find the P(x) that one smoker is chosen. b) Find the P(x) that a non-smoker is chosen and has normal blood pressure. c) Two different people are chosen what is the P(x) that the first person has low blood pressure and the second person has high blood pressure. d) Find the P(x) that one person has high blood pressure or is a non-smoker. updale e) Find the P(x) that one person has normal blood pressure and has high blood pressure. Is this possible? If not why? 1097 f) Find the P(x) that one person has low blood pressure given that they are a smoker. 3) It has been reported that 75% of cell phones are sold without defects. If 20 phones are collected find the probability at at
Ime unu D JLIT Imean probability 12) Use the table below to answer questions. Round to four decimal places. Low Blood Pressure Normal Blood Pressure High Blood Pressure Smoker 80 30 Non-Smoker 42 75 22 35 a) Find the P(x) that one smoker is chosen. b) Find the P(x) that a non-smoker is chosen and has normal blood pressure. c) Two different people are chosen what is the P(x) that the first person has low blood pressure and the second person has high blood pressure. d) Find the P(x) that one person has high blood pressure or is a non-smoker. updale e) Find the P(x) that one person has normal blood pressure and has high blood pressure. Is this possible? If not why? 1097 f) Find the P(x) that one person has low blood pressure given that they are a smoker. 3) It has been reported that 75% of cell phones are sold without defects. If 20 phones are collected find the probability at at
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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The total number of persons, including persons who are smokers and non-smokers, and who have low, normal or high blood pressures is 284 (= 80 + 42 + 30 + 22 + 75 + 35).
Out of these, total number of smokers is 185 (= 80 + 30 + 75).
Thus, the probability of choosing a smoker is:
P (x) = (Number of smokers) / (Total number of persons)
= 185/284
≈ 0.6514.
Thus, the probability of choosing a smoker is 0.6514.
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