Conditional Probability. On September 3rd, the Italian National Institute of Health published the following table regarding the Covid-19 pandemic situation in Italy in the previous month.
Conditional Probability. On September 3rd, the Italian National Institute of Health published the following table regarding the Covid-19 pandemic situation in Italy in the previous month.
A First Course in Probability (10th Edition)
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Transcribed Image Text:Conditional Probability. On September 3rd, the Italian National Institute of Health
published the following table regarding the Covid-19 pandemic situation in Italy in the
previous month.
Population
Not Vaccinated
One-Dose Vaccine
Complete Vaccination
12-39
8165625
3447156
5822774
40-59
5263193
1734907
1149360
60-79
1926937
776230
10869612
80+
300892
107317
4145898
Diagnosed
Sars-Cov-2
Not Vaccinated
One-Dose Vaccine
Complete Vaccination
12-39
69504
12217
11097
40-59
28701
4766
14601
60-79
8139
1785
1027
80+
1593
157
440
Hospitalized
Not Vaccinated
One-Dose Vaccine
Complete Vaccination
12-39
1626
105
93
40-59
2235
130
213
60-79
1562
195
607
80+
565
50
875
Intensive
Therapy
Not Vaccinated
One-Dose Vaccine
Complete Vaccination
12-39
62
2
40-59
249
8
19
60-79
286
15
66
80+
44
40
Deceased
Not Vaccinated
One-Dose Vaccine
Complete Vaccination
12-39
4
40-59
56
6
8
60-79
164
18
40
80+
159
13
139
Source: Italian National Institute of Health, September 3, 2021

Transcribed Image Text:d. For the age group 80+, 159 non-vaccinated people died while 152 (13+139)
vaccinated people died. Can you conclude that for an 80+ person the chances of
dying are virtually the same with or without vaccination? Why or why not.
Expert Solution

Step 1
Given information:
The data represents the counts of 3 categories (Not vaccinated, one-dose vaccine and complete vaccination) for whole population, diagnosed sars-cov-2, hospitalized, intensive therapy and deceased.
Step by step
Solved in 2 steps

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