Beginning next year, a foundation will support an annual seminar on campus by using theinterest earnings on a $100,000 gift it received this year. It is determined that 6% interest willbe realized for the first 10 years but plans should be made to anticipate an interest rate ofonly 4% after that time. What amount should be added to the foundation now to fund theseminar at a level $10,000 per year into infinity?

Time, value of money refers to a concept used for estimating the present value of an asset that will…

Answered: Beginning next year, a foundation will…

Financial Accounting Intro Concepts Meth/Uses

14th Edition

ISBN:9781285595047

Author:Weil

Publisher:Weil

ChapterA: Appendix - Time Value Of Cash Flows: Compound Interest Concepts And Applications

Section: Chapter Questions

Problem 23E

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Beginning next year, a foundation will support an annual seminar on campusby using the interest earnings on a $100,000 gift it received this year. It is determined that 6% interest will be realized for the first 10 years, but that plans should be made to anticipate an interest rate of only 4% after that time. What amount should be added to the foundation now in order to fund the seminar at a level of $10,000 per year into infinity?
Beginning next year, a foundation will supportan annual event on campus with the earnings of a$420,000 gift it received this year. It is felt that 8.4%interest will be realized for the first 12 years, but thatplans should be made to anticipate an interest rate of6% after that time. What amount should be added tothe foundation now to fund the event at the $45,000level into infinity?
A foundation supports an annual campus seminar by using the earnings of a $50,000 gift. It is felt that 10% interest will be realized for 10 years but that plans should be made to anticipate an interest rate of 6% after that time. What uniform annual payment may be established from the beginning, to fund the seminar at the same level into infinity?
A college wants to provide students with a perpetual scholarship of $10,000 at the end of every 3 months. How large should their endowment fund be if invested at X% (choose the rate) compounded quarterly?
An endowment fund is providing an annual scholarship of P50,000 for the first five years, P60,000 for the next five years, and P90,000 thereafter. The fund will be established today and will award the first scholarship after a year. The fund earns 4.5 % annual interest. Find the present worth of this cost.
Jackson Clinic is starting an endowment fund to pay for the expenses of a allied health training program. The expenses are $2,500,000 per year, and the program needs to be endowed for 50 years. Assuming payments are made at the end of each year and the interest rate is 7% per year, what should be the initial size of the endowment?
An endowment fund is to provide an annual scholarship of P4,000 for first 5 yrs, P6,00 for the next 5 yrs, and P9,000 thereafter the fund will be established 1 yr before the first scholarship is awarded. If the fund earns 12% interest, what sum must be deposited?
If a donation of $100,000 is expected to pay out scholarships of $10,000 every year and the funds earn 7.5% compounded annually, how long will it be before the first annual payment can be made?
Greendale Community College has established a scholarship that will provide awards at the start of every 6 months for the foreseeable future. To fund these, $1,470,000 is being placed in a trust fund earning 9.0% compounded annually. How much is each scholarship payout? $0.00 Round to the nearest cent
We are funding an organization for ten years. The first payment will be made one year from today (end of year one) and will be $8,350. Each year after that, the organization will receive payment from us annually. The payment will increase at a rate of 2% per year after the second payment. If the annual interest rate is 15%, what is the present value of this endowment?
Determine the amount of money required to set up a charitable endowment that pays the amount P each year indefinitely for the annual interest rate r compounded continuously. P = $13,000, r = 6% STEP 1: We start with the present value of a perpetuity, which is defined as follows. Present value = P r Here, represents the size of each annual payment in dollars, and represents the annual interest rate. STEP 2: Calculate the present value. (Round your answer to two decimal places.)
. 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?

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