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Problem:

Today is your retirement day (consider that day to be t=0). Your current life retirement savings have the (present) value of $2,000,000. Your retirement savings will be invested in an account earning r=6% per year for (at least) the next 30 years. Starting exactly one year from today, you plan to take your first retirement withdrawal ($C). All your subsequent withdrawals will grow by g=2.5% (so, your second years withdrawal will be $C*(1+g), etc.). The very last withdrawal will be made exactly 30 years from today (today being your retirement day), after which you do not plan to have any money in your retirement account.

Required:

Question 1: What should be the value of your first withdrawal ($C) that will allow you to follow the above described retirement strategy?

Describe in detail and provide all workings and methods.

Basic Finance, Finance

  • Category:- Basic Finance
  • Reference No.:- M91147161

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