Your company has developed a probability of purchase model based upon the number of promotions to which a customer has been exposed. The dependent variable is the probability that a customer will make a purchase within the following week (0-1). The independent variable is the number of promotions to which the customer has been exposed over the past month.. The model appears as follows: Probability of Purchase = .2 + .075 (# of promotions exposed in past month) Interpret the associated 95% confidence interval if it is .4 - .6. Interpret the associated 95% prediction interval if it is: .35 - .65.
Your company has developed a probability of purchase model based upon the number of promotions to which a customer has been exposed. The dependent variable is the probability that a customer will make a purchase within the following week (0-1). The independent variable is the number of promotions to which the customer has been exposed over the past month.. The model appears as follows: Probability of Purchase = .2 + .075 (# of promotions exposed in past month) Interpret the associated 95% confidence interval if it is .4 - .6. Interpret the associated 95% prediction interval if it is: .35 - .65.
Chapter9: Sequences, Probability And Counting Theory
Section9.7: Probability
Problem 1SE: What term is used to express the likelihood of an event occurring? Are there restrictions on its...
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Your company has developed a
the number of promotions to which a customer has been exposed. The
dependent variable is the probability that a customer will make a purchase within
the following week (0-1). The independent variable is the number of promotions
to which the customer has been exposed over the past month.. The model appears
as follows:
Probability of Purchase = .2 + .075 (# of promotions exposed in past month)
- Interpret the associated 95% confidence interval if it is .4 - .6.
- Interpret the associated 95% prediction interval if it is: .35 - .65.
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