| PVOrdinary Annuity = C*[(1-(1+i/100)^(-n))/(i/100)] |
| C = Cash flow per period |
| i = interest rate |
| n = number of payments |
| PV= 34291*((1-(1+ 8/100)^-7)/(8/100)) |
| PV = 178531.64 |
| Please ask remaining parts seperately, questions are unrelated, |
Dynamo Corp. is expecting annual payments of 34,291 for the next seven years from a customer....
Your grandfather has agreed to deposit a certain amount of money at the end of each year into an account paying 7 percent annually to help you go to graduate school. Starting next year, and for the following four years, he plans to deposit 7,637, 8,342, 7,252, 6,157, and 12,071 into the account. How much will you have at the end of the five years? Give your answer as a whole number.
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(Related to Checkpoint 6.1) (Annuity payments) Lisa Simpson wants to have $1,700,000 in 30 years by making equal annual end-of-the-year deposits into a tax-deferred account paying 8.50 percent annually. What must...
Lisa Simpson want to have $1,000,000 in 45 years by making equal
annual end-of-the-year deposits into a tax deferred account paying
9.50 % annually. What must Lisa's annual deposit be?
Que: The amount of Lisa's annual deposit must be ?
P6-34 (similar to) (Related to Checkpoint 6.1) (Annuity payments) Lisa Simpson wants to have $1,000.000 in 45 years by making equal annual end-of-the-year depodts into a tax deferred account paying 9.50 percent annualy The amount of Lisa's annual deposit must...
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Lisa Simpson wants to havr $1,600,000 in 55 years by making equal annual end of the year deposits into the tax deferred account paying 11.25 percent annually. What must Lisas annual deposit be?
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