Using the table below,
Cell |
Phone |
This Year |
||
Yes |
No |
Total |
||
Own |
Yes |
37 |
8 |
45 |
A |
No |
38 |
17 |
55 |
Computer |
Total |
75 |
25 |
100 |
a. Find the probability a randomly selected family has a cell phone.
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a. P(has a cellphone) = (total own a cell phone)/total = 75/100 = .75
b. P(has a cellphone , given they own comp) = people who own comp and cell / people who own comp = 37/ (45) = 0.8222
c. P(have a comp) = 45/100 = .45
P(own a cell phone) = 75/100 = .75
P(own a comp and cell phone) = 37/100 = .37
If P(have a comp)*P(own a cell phone ) = P(own a comp and cell phone ) , then they are independent events.
.45*.75 = .3375 which isn't equal to .37
And thus, the 2 events aren't independent of each other.
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