3. What is the future value after 22 years of year-end deposits $__250_____ earning 3%
4. What is the future value in the preceding problem if deposits are year-beginning?
Put in excel with formulas
Future value of an ordinary annuity = C*[((1+r)^t-1)/r] | |||||||
where C is the annuity payment that is 250. | |||||||
r is the interest rate that is 3%. | |||||||
t is the year that is 22. | |||||||
Future value of an ordinary annuity = 250*[((1.03)^22-1)/.03] | |||||||
Future value of an ordinary annuity = 250*[((1.916103-1)/.03] | |||||||
Future value of an ordinary annuity = 250*[(.916103)/.03] | |||||||
Future value of an ordinary annuity = 250*[30.53678] | |||||||
Future value of an ordinary annuity = 7634.195. | |||||||
3) The future value of the annuity is $7634.19. | |||||||
Future value of the annuity due = Future value of ordinary annuity*(1+r) | |||||||
r is the interest rate that is 3%. | |||||||
Future value of the annuity due = 7634.195*(1.03) | |||||||
Future value of the annuity due = 7634.195*(1.03) | |||||||
Future value of the annuity due = 7863.221. | |||||||
4) The future value of the annuity due is $7863.22. |
3. What is the future value after 22 years of year-end deposits $__250_____ earning 3% 4....
Please show your work with the formulas written out. Please answer as if you can not use a calculator, or only use a four function calculator (because that is how I have to learn it). Do not just put down the calculator keystrokes I need to see every step and number to learn how to do it. 3. What is the future value after 22 years of year-end deposits $250 earning 3% 4. What is the future value in the...
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