Future value = Annuity * [(1 + r)n - 1] / r
5,000,000 = Annuity * [(1 + 0.08)40 - 1] / 0.08
5,000,000 = Annuity * [21.724521 - 1] / 0.08
5,000,000 = Annuity * 259.056519
Annuity = $19,300.81
The end of the year deposits should be $19,300.81
Please show work and explain Question 22 (1 point) Mary's 25th birthday is today, and she...
Mary's 25th birthday is today, and she hopes to retire on her 65th birthday. She has determined that she will need to have $3,000,000 in her retirement savings account in order to live comfortably. Mary currently has no retirement savings, and her investments will earn 5% annually. How much must she deposit into her account at the end of each of the next 40 years to meet her retirement savings goal? Your Answer:
Question 11 (0.2 points) Mary's 25th birthday is today, and she hopes to retire on her 65th birthday. She has determined that she will need to have $3,000,000 in her retirement savings account in order to live comfortably. Mary currently has no retirement savings, and her investments will earn 6% annually. How much must she deposit into her account at the end of each of the next 40 years to meet her retirement savings goal? Your Answer: Answer Hide hint...
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