You decide to open a retirement account at your local bank that pays 6%/year/month (6% per year compounded monthly). For the next 20 years, you will deposit $600 per month into the account, with all deposits and withdrawals occurring at month's end. On the day of the last deposit, you will retire. Your expenses during the first year of retirement will be covered by your company's retirement plan. As such, your first withdrawal from your retirement account will occur on the day exactly 12 months after the last deposit. Click here to access the TVM Factor Table Calculator Part a What monthly withdrawal can you make if you want the account to last 25 years? $ Round entry to the nearest dollar. Tolerance is ±4. 2109

You decide to open a retirement account at your local bank that pays 6%/year/month (6% per year compounded monthly). For the next 20 years, you will deposit $600 per month into the account, with all deposits and withdrawals occurring at month's end. On the day of the last deposit, you will retire. Your expenses during the first year of retirement will be covered by your company's retirement plan. As such, your first withdrawal from your retirement account will occur on the day exactly 12 months after the last deposit. Click here to access the TVM Factor Table Calculator Part a What monthly withdrawal can you make if you want the account to last 25 years? $ Round entry to the nearest dollar. Tolerance is ±4. 2109

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

An engineer contributes $5,000 per year to her retirement account out of her year-end bonus. The interest rate is 8%, compounded annually. How much money will she have in the account after 35 years?
The average annual cost of damages caused by floods at Dona Rosario Village located along Butuanon river is estimated at P700,000. To build a gravity dam to protect the area from the floods, would cost P2,500,000 and would involve an annual maintenance cost of P20,000. With interest at 8% compounded annually, how many years will it take for the dam to pay for itself? Please do not use any excel. Please show solutions using formulas and tables if needed OPTIONS A. 4.0 years B. 4.5 years C. 5.0 years D. 5.5 years
You are planning for retirement 34 years from now. You plan to invest $4,200 per year for the first 7 years, $6,900 per year for the next 11 years, and $14,500 per year for the following 16 years (assume all cash flows occur at the end of each year). If you believe you will earn an effective annual rate of return of 9.7%, what will your retirement investment be worth 34 years from now?
Jennifer and Rex both receive a dividend from their 401(k) retirement plan every 6 months. The earning rates for this year have been 5% per year, compounded quarterly for Jennifer, and 4.85% per year, compounded monthly for Rex. Rex felt good about this because he knew the monthly compounding on his plan would make his APY higher than Jennifer’s APY. (a) Is Rex correct? Explain your answer. (b) What is the effective rate for each plan on the basis of the payment period?
Maintenance cost for a small bridge with an expected 60-year life are estimated to be $1,000 each year for the first 5 years, followed by a $ 10,000 expenditure in the 15th year and a $ 10,000 expenditure in year thirty. At 10% interest rate, what is the equivalent uniform annual maintenance cost over the entire 60 - year period? Show solutions
A small company heats its building and spends $8,000 per year on natural gas for this purpose. Cost increases of natural gas are expected to be 10% per year starting one year from now (i.e., the first cash flow is $8,800 at EOY one). Their maintenance on the gas furnace is $345 per year, and this expense is expected to increase by 15% per year starting one year from now. If the planning horizon is 15 years, what is the total annual equivalent expense for operating and maintaining the furnace? The interest rate is 18% per year.
Deferred Annuity Elmo is thinking of establishing a fund for his daughter’s college education. He wants his daughter to be able to withdraw P60,000 from the fund on her 18th birthday, again on her 19th birthday, again on her 20th birthday, up to her 23rd birthday. If the fund earns interest at 12% per year, compounded annually, how much should Elmo deposit at the end of each year, from the time his daughter reaches 5 years old up to her 17th birthday? Find the value after 20 years in pesos of an annuity of P120,000 payable annually for 8 years, with the first payment at the end of 2 years if money is worth 5%.
How much approx., would be the FW of P30,000 be worth after 50 years if a rate of 10%/yr (compounded monthly) is applied? * a. P4.36M b. P30.45M c. P6.45M d. P3.06M
The average annual cost of damages caused by floods at Dona Rosario Villagelocated along Butuanon river is estimated at P700,000. To build a gravity dam to protect the area from the floods, would cost P2,500,000 and would involve an annual maintenance cost of P20,000. With interest at 8% compounded annually, how many years will it take for the dam to pay for itself? Please be clear with the formulas and computations. OPTIONS A. 4.0 years B. 4.5 years C. 5.0 years D. 5.5 years
You decide to open a retirement account at your local bank that pays 8%/year/month (8% per year compounded monthly). For the next 20 years you will deposit $400 per month into the account, with all deposits and withdrawals occurring at the end of the month. On the day of the last deposit, you will retire. Your expenses during the first year of retirement will be covered by your company’s retirement plan. As such, your first withdrawal from your retirement account will occur on the day exactly 12 months after the last deposit. a. What monthly withdrawal can you make if you want the account to last 15 years? b. What monthly withdrawal can you make if you want the account to last forever (with infinite withdrawals) ?
It costs $27,000 to retrofit the gasoline pumps at a certain filling station so the pumps can dispense E85 fuel (85% ethanol and 15% gasoline). If the station makes a profit of $0.08 per gallon from selling E85 and sells an average of 23,000 gallons of E85 per month, how many months will it take for the owner to recoup her $27,000 investment in the retrofitted pumps? The interest rate is 2% per month. It will take ___ months to recoup the investment.
What is the future value of P10,000 per year for 10 years invested at 10%? a. P159,374 b.P138,824 c. P170,000 d. P189,374