The probability that a person owns a car is 0.85, that a person owns a laptop is 0.45, and that a person owns both a car and a laptop is 0.35. If a person is ed at random, Find the probability that the person owns either a car or a laptop. ind the probability that the person has a laptop given that he has a car also. Find the probability that the person has neither a car nor a laptop. how that the events 'own a car' and 'own a laptop' are not independent.

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The probability that a person owns a car is 0.85, that a person owns a laptop is 0.45, and that a person owns both a car and a laptop is 0.35. If a person is
selected at random,
a) Find the probability that the person owns either a car or a laptop.
b) Find the probability that the person has a laptop given that he has a car also.
c) Find the probability that the person has neither a car nor a laptop.
d) Show that the events 'own a car' and 'own a laptop' are not independent.
Transcribed Image Text:The probability that a person owns a car is 0.85, that a person owns a laptop is 0.45, and that a person owns both a car and a laptop is 0.35. If a person is selected at random, a) Find the probability that the person owns either a car or a laptop. b) Find the probability that the person has a laptop given that he has a car also. c) Find the probability that the person has neither a car nor a laptop. d) Show that the events 'own a car' and 'own a laptop' are not independent.
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