# Question: Refer to Exercise 45 a Suppose you invest 10 000 in

Refer to Exercise 45.

a. Suppose you invest $10,000 in large-cap stocks. Using the historical performance data shown in the table, how likely is it that you will end up making more than $4400 for the year?

b. Suppose you invest $10,000 in long-term bonds. How likely is it that you will end up losing at least $200 for the year?

c. Suppose you invest $2000 in small-cap stocks. Determine the probability that the investment will produce a return of less than $500.

a. Suppose you invest $10,000 in large-cap stocks. Using the historical performance data shown in the table, how likely is it that you will end up making more than $4400 for the year?

b. Suppose you invest $10,000 in long-term bonds. How likely is it that you will end up losing at least $200 for the year?

c. Suppose you invest $2000 in small-cap stocks. Determine the probability that the investment will produce a return of less than $500.

## Relevant Questions

The time of deployment (that is, the continuous time spent away from home port) for British sailors has a normal distribution, with a mean of 194 days and a standard deviation of 42 days. What percentage of the deployments ...The germination time for a newly developed seed has a normal distribution, with a mean germination time of 16.4 days and a standard deviation of 2.2 days. a. What percentage of the seeds has a germination period between 15 ...The Los Angeles County Fire Department’s Air Operations wing, headquartered in Pacoima, answers an average of 1800 emergency medical calls a year, or approximately five calls per day (source : Los Angeles Times). Assume ...Use the standard normal table in Appendix A to find the area a. above (that is, to the right of) a point that’s 1.96 standard deviations below the mean. b. in an interval starting 1.36 standard deviations to the right of ...Brill’s Deli owns a feet of four delivery trucks. The odometer readings for the four trucks are shown below: a. Show the six equally likely samples of size two that could be selected from this truck population. b. Show ...Post your question