3. Your client, Robert, has started a new job and is concerned about his retirement. Robert is 24 years old. His current salary is $60,000. Assume a 90% Wage Replacement Rate, an inflation rate of 3.5% and a return on investments of 8.5%. Robert would like to retire at age 60 and expects to live to age 95. How much does Robert have to save at the end of each year in order to retire at age 60 (show your work).

4. Your new client, Debra, wants to plan for her retirement. Debra is exactly 35 years old. She plans on retiring on her 65^th birthday. She believes she will live to be age 100. She currently earns $75,000 per year. Assume a Wage Replacement Rate of 80%, inflation of 4% and a return on investments of 9%. She anticipates that she will receive $24,000 a year from Social Security in todays dollars. Debra wishes to leave $250,000 (inflated in value for the future) to charity upon her death. Determine how much Debra must save at the end of each month in order to retire at age 65.