The probability that a family owns a house is .65 and that a family owns a camcorder is .12. Assuming that these two events are independent, find the probability that a family selected at random owns a house but does not own a camcorder.
Solution:
Let denote the event that the family owns a house and denote that family doesn't own a house.
denote the event that family owns a camcorder and denote that family dosen't own a camcorder.
According to question:
As the two events are independent:
Here, denote the event that family owns a house but not a camcorder.
So,
Hence, the required probability of the event that family owns a house but not a camcorder is .
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