I currently have $15,000 in my account. The effective rate on the savings account is 10%. What is the size of the beginning of month payments that can be withdrawn over a period of 5 years?
Annuity payment from today= | P/ [{ [1- (1+r)-(n-1) ]/r }+1] | |||
P= | Present value | 15,000.00 | ||
r= | Rate of interest per period | |||
Rate of interest per annum | 10% | |||
Payments per year | 12.00 | |||
Rate of interest per period | 0.833% | |||
n= | number of payments: | |||
Number of years | 5 | |||
Payments per year | 12.00 | |||
number of payments | 60 | |||
Annuity payment= | 15000/ [{ (1- (1+0.00833)^-(60-1))/0.008333 }+1] | |||
Annuity payment= | 316.07 |
Monthly payment that starts from beginning of month is $316.07 for five years.
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