# Question: Continue to view this database as the sample space as

Continue to view this database as the sample space as in database exercise 1. Consider the two events “high experience (six years or more)” and “female.”

a. Find the probabilities of these two events.

b. Find the probability of their intersection. What does this represent?

c. Draw a probability tree for these two events, where the first branch is for the event “female.”

d. Find the conditional probability of high experience given female.

e. Find the conditional probability of being female given high experience.

f. Find the probability of being male without high experience.

g. Are the two events “female” and “high experience” independent? How do you know?

h. Are the two events “female” and “high experience” mutually exclusive? How do you know?

a. Find the probabilities of these two events.

b. Find the probability of their intersection. What does this represent?

c. Draw a probability tree for these two events, where the first branch is for the event “female.”

d. Find the conditional probability of high experience given female.

e. Find the conditional probability of being female given high experience.

f. Find the probability of being male without high experience.

g. Are the two events “female” and “high experience” independent? How do you know?

h. Are the two events “female” and “high experience” mutually exclusive? How do you know?

**View Solution:**## Answer to relevant Questions

Continue to view this database as the sample space as in database exercise 1. a. Are the two events “training level A” and “training level B” independent? How do you know? b. Are the two events “training level A” ...a. How do you tell if a random variable has a binomial distribution? b. What is a binomial proportion? c. What are n, π, X, and p? Your quality control manager has identified the four major problems, the extent to which each one occurs (i.e., the probability that this problem occurs per item produced), and the cost of reworking to fix each one (see ...Suppose that the number of hits on your company’s website, from noon to 1 p.m. on a typical weekday, follows a normal distribution (approximately) with a mean of 190 and a standard deviation of 24. a. Find the probability ...You have just sent out a test mailing of a catalog to 1,000 people randomly selected from a database of 12,320 addresses. You will go ahead with the mass mailing to the remaining 11,320 addresses provided you receive orders ...Post your question