# Question: Refer to Exercise 4 10 Assume that the die is a

Refer to Exercise 4.10. Assume that the die is a fair die, that is, each of the outcomes has a probability of 1/36. What is the probability of observing

In exercise

A die is rolled two times. Provide a list of the possible outcomes of the two rolls in this form: the result from the first roll and the result from the second roll.

a. Event A: Exactly one dot appears on each of the two upturned faces?

b. Event B: The sum of the dots on the two upturned faces is exactly 4?

c. Event C: The sum of the dots on the two upturned faces is at most 4?

In exercise

A die is rolled two times. Provide a list of the possible outcomes of the two rolls in this form: the result from the first roll and the result from the second roll.

a. Event A: Exactly one dot appears on each of the two upturned faces?

b. Event B: The sum of the dots on the two upturned faces is exactly 4?

c. Event C: The sum of the dots on the two upturned faces is at most 4?

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

Suppose the probability that a major earthquake occurs on a given day in Fresno, California, is 1 in 10,000. a. In the next 1,000 days, what is the expected number of major earthquakes in Fresno? b. If the occurrence of ...A credit union takes a sample of four mortgages each month to survey the homeowners’ satisfaction with the credit union’s servicing of their mortgage. Each mortgage is classified as a fixed rate (F) or variable rate (V). ...Refer to Exercise 4.14. a. Are the events A and B independent? Justify your answer. b. Are the events A and C independent? Justify your answer. c. Are the events A and D independent? Justify your answer. d. Which pair(s) ...Of a finance company’s loans, 1% are defaulted (not completely repaid). The company routinely runs credit checks on all loan applicants. It finds that 30% of defaulted loans went to poor risks, 40% to fair risks, and 30% ...In a cable TV program concerning the risk of travel accidents, it was stated that the chance of a fatal airplane crash was 1 in 11 million. An explanation of this risk was that you could fly daily for the next 11 million ...Post your question