A father wants to set up a bank account that will pay his daughter $16,000 at the end of quarter (EOQ) 4 and $30,000 at EOQ 8. He will fund this account by making quarterly payments of $X from EOQ 1 through EOQ 7. If the quarterly percentage rate is 2%, what is the value of $X that must be deposited into the account? O a. 6,082.880 O b. 6,621.507 O c. 6,789.396 O d. 6,123.852

A father wants to set up a bank account that will pay his daughter $16,000 at the end of quarter (EOQ) 4 and $30,000 at EOQ 8. He will fund this account by making quarterly payments of $X from EOQ 1 through EOQ 7. If the quarterly percentage rate is 2%, what is the value of $X that must be deposited into the account? O a. 6,082.880 O b. 6,621.507 O c. 6,789.396 O d. 6,123.852

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

See similar textbooks

Similar questions

4) You collect rent from your tenant at the beginning of each month. Rent is $1250 in the first year, and then rent for each subsequent year is 2% larger than the previous year's rent. If you invest each month's rent (immediately after you get rent) into an account earning 4% effective annual interest then find the accumulated value after 30 years.
DRAW CASH FLOW DIAGRAM Suppose that P 4500 is deposited each year into a bank account that pays 8% interest compounded quarterly. How much would be accumulated in his fund by the end of the 4th year? The first payment occurs at time zero (now).
Suppose that under the Plan of Repayment one should pay off the debt in a number of equal end-of-month installments (principal and interest). This is the customary way to pay off loans on automobiles, house mortgages, etc. A friend of yours has financed $15,000 on the purchase of a new automobile, and the annual interest rate is 6% (0.5% per month). a. Monthly payments over a 36-month loan period will be how much? b. How much interest and principal will be paid within three month of this loan?
A lathe for a machine shop costs 60,000 if paid in cash. On the installment plan, Engr. Dela Cruz should pay 20,000 down payment and 10 quarterly installments, the first due at the end of the first year after purchase. A.) What type of annuity is the installment plan?B.) If money is worth 15% compounded quarterly, determine the quarterly installments.
ou decided to go and apply for a credit card at your local financial institution.The Prime rate currently announced on June 1 was 3.25%. You have goodcredit history and a FICO score of 700. The lowest rate that they can offer toindividuals is a 18.99% APR for a credit card that gives cashback on purchasesand rewards. You were offered 21.99% APR for the credit card. How did thelender determine or calculate what rate they should offer you?
Suppose that under the Plan of Repayment one should pay off the debt in a number of equal end-of-month installments (principal and interest). This is the customary way to pay off loans on automobiles, house mortgages, etc. A friend of yours has financed $15,000 on the purchase of a new automobile, and the annual interest rate is 6% (0.5% per month). a. Monthly payments over a 36-month loan period will be how much? b. How much interest and principal will be paid within three month of this loan? Click the icon to view the interest and annuity table for discrete compounding when i = 0.5% per month. a. The monthly payment over a 36-month loan period is $ 456.3. (Round to the nearest cent.) b. Fill in the table below. (Round to the nearest cent.) Payment Number 1 2 3 Interest Payment $ $ $ Principal Repayment $ $ $ Remaining Loan Balance $ $ $
You owe $120,000 from your ex-girlfriend and promise to pay 6% simple interest. How much will you pay at the end of 1 year and 6 months?
Use interest tables. Suppose that $1,000 is invested for 4 years at an interest rate of 12%, compounded quarterly. How much will be in the account at the end of 4 years? Choose an answer by clicking on one of the letters below, or click on "Review topic" if needed. A F = $1,000 (F/P,12%,4) = $1,000 (1.574) = $1,574 B F = $1,000 (F/P,12%,16) = $1,000 (6.130) = $6,130 C F = $1,000 (F/P,3%,4) = $1,000 (1.126) = $1,126 D F = $1,000 (F/P,3%,16) = $1,000 (1.605) = $1,605
3. Jen spends 9000 to buy a 12-payment annuity, which pays K at the end of each month. The nominal annual interest rate for this annuity is 24% compounded monthly. Jen invests each of these payments of K, as she receives them, immedi- ately into a savings account that pays an effective interest of 2% per month. What is the accumulated amount in Jen's savings account at the end of 12 months?
You want to be able to withdraw $25,000 from your account each year for 20 years after you retire. You expect to retire in 15 years. If your account earns 5% interest, how much will you need to deposit each year until retirement to achie your retirement goals? S
3. What would $1000 become in a saving account at 3% per year for 3 years when the interest is not compounded (simple interest)? What would the same amount become after 3 years with the same rate but compounded annually?
1 You deposit $17,000 in a retirement account on your 25th birthday, and you plan to retire on your 65th birthday. (a) If you expect to have a quarter million dollars in the retirement account when you retire, what nominal annual interest rate r, compounding annually, will make this happen? (b) If you expect to have $250,000 in the retirement account when you retire at 65, what nominal annual interest rate r, compounding quarterly, will make this happen?