In trying to apply my knowledge in the real world, I am trying to create a realistic retirement schedule. However, I am running into difficulties using both a financial calculator as well as our equations from class in doing this.
I am trying to do the following: plan a retirement schedule between the ages of 25 and 70, in which I would deposit 20% of my income each year. The income starts at 80,000 with an annual growth rate of 4% and, to be realistic, assuming an interest rate of 2.5%. I will assume for simplicity that I receive my first salary ($80,000) when I turn 25, and my last salary when I turn 70. As soon as I receive a salary, I will save 20% of it.
I would like to know (1) how much I will have in my retirement account when I turn 70, immediately after the last deposit, and (2) what single deposit made on my 25th birthday would give the same account balance when I turn 70.
However, this raises issues, as if I try to use the equation for the present value of a growing annuity with a 4% growth rate and 2.5% discount rate, r-g will yield a negative number. Also, I could not find online how to do this on my HP 10bII+ financial calculator and I don't want to manually enter 46 payments.
Do you know how I could overcome this obstacle?
All the best,
Jimmy
Unfortunately, I forgot to reply Jimmy’s email and I would like to get back to him as soon as possible. I want to answer Jimmy’s questions using the formulas we learned in class (not the calculator or Excel). You may use the calculator or Excel for calculations, but I want to send Jimmy the formula solution. Can you help me draft a response?
Please check the solution attached.
In trying to apply my knowledge in the real world, I am trying to create a...
I am trying to do the following: plan a retirement schedule between the ages of 22 and 68, in which I would deposit 25% of my income each year. The income starts at 80,000 with an annual growth rate of 5% and, to be realistic, assuming an interest rate of 2.5%. I will assume for simplicity that I receive my first salary ($80,000) when I turn 22, and my last salary when I turn 68. As soon as I receive...
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