2. It is estimated that over 100,000 students will apply to the top 30 MBA programs in the United States this year. a. Using the concept of net present value and opportunity cost, explain when it is rational for an individual to pursue an MBA degree. b. What would you expect to happen to the number of applicants if the starting salaries of managers with MBA degrees remained constant but salaries of managers without such degrees decreased by 20 percent? Why?

New team of management has taken over. as a result, organizational changes from a country-club style leadership where everyone does whatever they want has changed to a more mechanistic, structured, top-down management style. what ethical issues should the employees consider and how should they go about addressing these?

Exercise 8-6 goods in transit [lo8-2] the kwok company's inventory balance on december 31, 2016, was $190,000 (based on a 12/31/16 physical count) before considering the following transactions: 1. goods shipped to kwok f. o.b. destination on december 20, 2016, were received on january 4, 2017. the invoice cost was $35,000. 2. goods shipped to kwok f. o.b. shipping point on december 28, 2016, were received on january 5, 2017. the invoice cost was $22,000. 3. goods shipped from kwok to a customer f. o.b. destination on december 27, 2016, were received by the customer on january 3, 2017. the sales price was $45,000 and the merchandise cost $27,000. 4. goods shipped from kwok to a customer f. o.b. destination on december 26, 2016, were received by the customer on december 30, 2016. the sales price was $25,000 and the merchandise cost $18,000. 5. goods shipped from kwok to a customer f. o.b. shipping point on december 28, 2016, were received by the customer on january 4, 2017. the sales price was $30,000 and the merchandise cost $17,000. required: determine the correct inventory amount to be reported in kwok's 2016 balance sheet.

Describe three scenarios in which you might utilize mathematics to investigate a crime scene, accident scene, or to make decisions involving police practice. be sure to explain how math is used in police as they work through each scenario.