| The Present Value of the Perpetually growing annuity( gift)= $ 500000 |
| Using the formula to find the present value of a growing perpetuity at the reqd. rate of return, |
| PV(Perpuity)= Annual pmt./(Reqd. return-Growth rate) |
| ie. 500000=Annual Scholarship/(Reqd. return-Inflation Growth rate) |
| ie. 500000=Annual Scholarship/(5.5%-3%) |
| Annual scholarship amt.=500000*(5.5%-3%) |
| 12500 |
| Answer: The yearly scholarship = $ 12500 |
3. (2 marks) As a wealthy graduate of the University of Calgary, you have decided to...
Aloma, a university graduate who started a successful business, wants to start an endowment in her name that will provide scholarships to EE students. She wants the scholarship to provide $17.000 per year and expects the first one to be awarded on the day she fulfills the endowment obligation. If Aloma plans to donate $240.000 what rate of return must the university realize in order to award the annual scholarship forever? The rate of return that the university must realize...
Problem 07.019 - IRR of permanent investment Aloma, a university graduate who started a successful business, wants to start an endowment in her name that will provide scholarships to IE students. She wants the scholarship to provide $11,000 per year and expects the first one to be awarded on the day she fulfills the endowment obligation. If Aloma plans to donate $170,000, what rate of return must the university realize in order to award the annual scholarship forever? The rate...
You have $500,000 to donate to your college. You want to endow a perpetual scholarship that makes its first payment in one year. If the college's discount rate is 6%, how large will the annual scholarship payment be? The annual scholarship payment will be $ . (Round to the nearest dollar.) You have decided to buy a perpetual bond. The bond makes one payment at the end of every year forever and has an interest rate of 5%. If the...
A recent graduate decided to have $1 million ready for retirement 30 years from now. The estimated retirement money is estimated in today's dollars. Savings will be made each month and will be deposited into a mutual fund which is expected to earn 0.45% per month. If compounding is monthly and inflation rate is expected to be 2% per year for the next 30 years, how much should be saved per month?
A recent graduate decided to have $1 million...
A recent graduate decided to have $1 million ready for retirement 30 years from now. The estimated retirement money is estimated in today’s dollars. Savings will be made each month and will be deposited into a mutual fund which is expected to earn 0.45% per month. If compounding is monthly and inflation rate is expected to be 2% per year for the next 30 years, how much should be saved per month?
Section Di vill make yearly payments forever. Question Two: You have an opportunity to invest in a deal that will make yearly paym ments will grow at a rate of 5% per year. You will receive your first payment of $2000 one year from today. Due to the risks associated with this investment, you require a return of 10%. How much are you willing to pay for this we (KN1:3.5 marks)
You have just won a lottery. Your prize is an annuity with a payment of $50,000 at the beginning of each year, starting on 1/1/2020, for 10 years. (a) What is the present value of your prize as of 1/1/2020? Use an annual interest rate of 4%. You decide to donate your prize to fund an annual scholarship to a university. The annual scholarship is for $x, given on 5/1 of each year, starting on 5/1/2020, and is supposed to last forever. This scholarship...
Question Two: You have an opportunity to invest in a deal that will make yearly payments forever. These payments will grow at a rate of 5% per year. You will receive your first payment of $2000 one year from today. Due to the risks associated with this investment, you will require a return of 10%. How much are you willing to pay for this deal today? (KN1:3.5 marks)
Question Two: You have an opportunity to invest in a deal that will make yearly payments forever. These payments will grow at a rate of 5% per year. You will receive your first payment of $2000 one year from today. Due to the risks associated with this investment, you will require a return of 10%. How much are you willing to pay for this deal today? (KN1:3.5 marks)
Once you graduate college and start working, you expect that you'll be able to save $6 thousand every year at the start of each year, an amount that will grow with inflation. Inflation is anticipated to be 2% per year. You think you will need $1 million of invested assets, as measured in today's purchasing power, in order to reach financial independence. You also anticipate an average nominal rate of return on your investment of 8.4%. How long will it...