Suppose that the salary range for recent college graduates with a bachelor's degree in economics is $30,000 to $50,000, with 25 percent of jobs offering $30,000 per year, 50 percent offering $40,000 per year and 25 percent offering $50,000 per year and that in all other respects, the jobs are equally satisfying. Assume that in this market, a job offer remains open for only a short time so that continuing to search requires an applicant to reject any current job offer. If this scenario describes job searches in general, the segment of the population that is most risk-averse will tend to earn:

The  Expected Earning for the college graduates is 40,000

Explanation:

The Expected Earning for a college alum with a four year college education in financial matters is determined as weighted normal all things considered, utilizing likelihood of every result as its weight.  

Although the Expected Earning is;  

Expected Earning = (25% × 30,000) + (50% × 40,000) + (25% × 50,000)  

Expected Earning = 0.25 × 30,000 + 0.5 × 40,000 + 0.25 × 50,000  

 Expected Earning = 7500 + 20,000 + 12,500

Expected Earning = 40,000

the answerr would be 1

answer; the nav calculated at the market close at 4: 00 pm new york time;