Year: 1 2 3 4 5 ||6 P|Deposit amount ($): 100 90 80 70 60 50 40

A professor has two daughters that he hopes will one day go to college. Currently, in-state students at the local University pay about $20,246.00 per year (all expenses included). Tuition will increase by 4.00% per year going forward. The professor's oldest daughter, Sam, will start college in 16 years, while his youngest daughter, Ellie, will begin in 18 years. The professor is saving for their college by putting money in a mutual fund that pays about 8.00% per year. Tuition payments are at the beginning of the year and college will take 4 years for each girl. (Sam's first tuition payment will be in exactly 16 years) The professor has no illusion that the state lottery funded scholarship will still be around for his girls, so how much does he need to deposit each year in this mutual fund to successfully put each daughter through college. (ASSUME that the money stays invested during college and the professor will make his last deposit in the account when Sam, the OLDEST daughter,…

Assume you are working with the foundation to fund a scholarship in your name. Currently, the foundation can earn a 5 percent return on any donations. A. How much money would you need to donate to fund a scholarship that pays $25,000 every year forever, starting one year from now? B. How much money would you need to donate if the foundation could increase their return to 7 percent on any donations?

Your grandfather wants to establish a scholarship in his father’s name at a local university and has stipulated that you will administer it. As you’ve committed to fund a $10,000 scholarship every year beginning one year from tomorrow, you’ll want to set aside the money for the scholarship immediately. At tomorrow’s meeting with your grandfather and the bank’s representative, you will need to deposit$200,000 (rounded to the nearest whole dollar) so that you can fund the scholarship forever, assuming that the account will earn 6.00% per annum every year.

A wealthy graduate of a local university wants to establish a scholarship to cover the full cost of one student each year in perpetuity at her university. To adequately prepare for the administration of the scholarship, the university will begin awarding it starting in three years. The estimated full cost of one student this year is $32,000 and is expected to stay constant in real terms in the future. If the scholarship is invested to earn an annual real return of 10 percent, how much must the donor contribute today to fully fund the scholarship? Note: Negative value should be indicated by a parenthesis. > Answer is complete but not entirely correct. $(240,421) X Contribution

You wish to establish a permanent scholarship at Bond University providing a worthy student with $1000 annually. If invested monies generate an 8% return, how much is needed in the scholarship fund?

A wealthy graduate of a local university wants to establish a scholarship to cover the full cost of one student each year in perpetuity at her university. To adequately prepare for the administration of the scholarship, the university will begin awarding it starting in three years. The estimated full cost of one student this year is $38,000 and is expected to stay constant in real terms in the future. If the scholarship is invested to earn an annual real return of 5 percent, how much must the donor contribute today to fully fund the scholarship?

Jeremiah Wood wants to set up a fund to pay for his daughter's education. In order to pay her expenses, he will need $22,000 in four years, $23,400 in five years, $24,600 in six years, and $26,100 in seven years. If he can put money into a fund that pays 5 percent interest, what lump-sum payment must Jeremiah place in the fund today to meet his college funding goals? Round the answer to the nearest cent. Round PV-factor to three decimal places.

A professor has two daughters that he hopes will one day go to college. Currently, in-state students at the local University pay about $20,295.00 per year (all expenses included). Tuition will increase by 4.00% per year going forward. The professor's oldest daughter, Sam, will start college in 16 years, while his youngest daughter, Ellie, will begin in 18 years. The professor is saving for their college by putting money in a mutual fund that pays about 9.00% per year. Tuition payments are at the beginning of the year and college will take 4 years for each girl. (Sam's first tuition payment will be in exactly 16 years) The professor has no illusion that the state lottery funded scholarship will still be around for his girls, so how much does he need to deposit each year in this mutual fund to successfully put each daughter through college. (ASSUME that the money stays invested during college and the professor will make his last deposit in the account when Sam, the OLDEST daughter,…

. James decided to fund a school in Orange County in perpetuity. The first payment will be made three years from today (at the end of year three) and will be $5,320. Each year after that, the school will receive payment from James annually. The payment will increase at a rate of 3% per year after the first payment. If the annual interest rate is 9%, what is the present value of this endowment?