P(41-50) = 1459/3742 = 0.39
P(Android or 41-50) = (2160 + 1459 - 1068)/3742 = 0.68
P(Android and 41-50) = 1068/3742 = 0.29
P(IPhone|18-30) = 653/1058 = 0.62
Emily B.
asked 04/25/20Consider the following distribution of data from a college survey.
Android Users | iPhone Users | Total | |
Ages 18 – 30 | 405 | 653 | 1058 |
Ages 31 – 40 | 687 | 538 | 1225 |
Ages 41 – 50 | 1068 | 391 | 1459 |
Total | 2160 | 1582 | 3742 |
(Write all answers as a percentage without the % symbol to 1 decimal.)
What is the probability that someone chosen at random was aged 41 - 50?
What is the probability that someone chosen at random was an Android user or aged 41 - 50?
What is the probability of someone being aged 41 - 50 and an Android user?
Given a random person was aged 18 - 30, what is the probability that they were an iPhone user?
P(41-50) = 1459/3742 = 0.39
P(Android or 41-50) = (2160 + 1459 - 1068)/3742 = 0.68
P(Android and 41-50) = 1068/3742 = 0.29
P(IPhone|18-30) = 653/1058 = 0.62
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