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Natalija [7]
3 years ago
5

Miguel, a recent​ 22-year old college​ graduate, wants to retire a millionaire. How much will he need to set aside annually to a

chieve his​ goal, assuming he plans to retire at 65 and he can earn a 10​% annual return on his​ investment?
Business
1 answer:
olga55 [171]3 years ago
3 0

Answer

Miguel must set aside $62,745 annually

Explanation

N = Number of years till Miguel would retire = 43 years

FV = Future Value = $1,000,000

r = Interest rate = 10%

PMT = Annual payments (at the ending of the year) = ?? The question asks us to calculate this

We would use the future value ordinary annuity formula to calculate PMT

FV = PMT [\frac{(1+r )^{N} -1}{r} ]

1000000 = PMT [\frac{(1+0.10 )^{10} -1}{0.10} ]

PMT ≅ $62,745

Miguel must set aside $62,745 annually

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Your local movie theater earns a total revenue of $40,000 per month when the price of a movie ticket is $8, and it earns a total
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Answer:

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WAC per unit = 16,000 + 50,000 / 2000 + 5000

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For cost of goods <em>sold</em>:

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8 0
3 years ago
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Answer:

e.by paraphrasing

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Answer:

Follows are the solution to this question:

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\boxed{\left \begin{array}{cccc} \text{economy states} & \text{Probability}& \text{Endig price+Put+Dividend}&HPR\\ Excellent &0.25& \$ 131.00& \frac{(131-112)}{112} = 17\% \\Good &0.45&\$ 114.00& \frac{(114-112)}{112} = 1.8 \%  \\poor &0.25& \$ 113.00& \frac{(113.50 -112)}{112} = 1.3 \%  \\ Crash&0.5& \$ 112.00& \frac{(112-112)}{112} = 0.0 \% \end{array}\right} The chances of dollar return distributions on the CD plus call option can be defined in the attached file please find it:

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