15. You have some property for sale and have received two offers. The first offer is for $189,000today in cash. The second offer is the payment of $100,000 today and an additional $100,000two years from today. If the applicable discount rate is 8.75%, which offer should you acceptand why?●●Notes:Interest rates are given as annual rates. If the payments are monthly, then the annual interestrate needs to be divided by 12 in order to get the rate per month. Use monthly rates in yourcalculations when the payments are monthly. Similarly, if the payments are monthly, then N isthe number of months (not the number of years).Unless stated otherwise, assume that annuity payments occur at the end of the period (ordinaryannuity)Upload an Excel, Word, or PDF file showing the answer and the supporting calculations. Clearlyshow your work with all steps included. If you are using mathematical formulas, write theformulas with all steps to get to the answer. If you are using a financial calculator, write out allthe calculator keystrokes used. If you are using Excel, submit the file with formulas and the dataentered into the formula. Your work must be clearly visible. (Digging through your assignments

Solution:- When an amount is receivable in future and there are various alternatives available, that…

15. You have some property for sale and have received two offers. The first offer is for $189,000 today in cash. The second offer is the payment of $100,000 today and an additional $100,000 two years from today. If the applicable discount rate is 8.75%, which offer should you accept and why?

15. You have some property for sale and have received two offers. The first offer is for $189,000 today in cash. The second offer is the payment of $100,000 today and an additional $100,000 two years from today. If the applicable discount rate is 8.75%, which offer should you accept and why?

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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Similar questions

Assume you won a million dollars in the Texas Lottery. You have two options: 1) collect S426,000 now or 2) receive $50,000 a year (end-of-year) for the next 20 years. Which option would you opt for assuming a 10% interest rate? Use an Excel formula to justify your choice.
You purchase a plot of land worth $54,000 to create a community garden. To do so, you secure a 10-year loan, charging 5.22% APR, compounded monthly, and requiring monthly payments of $505. (Assume the value of the land is still $54,000. Round each answer to the nearest dollar.) (a) Assuming that you put some money down, what was your original loan amount (in dollars)? X $ (b) What is the outstanding balance (in dollars) on your loan after making 4 years of payments? $ 170255.84 (c) How much equity (in dollars) do you have in the garden after 4 years? $ X
Suppose you are offered the alternative of receiving either $3,000 at the end of 8 years or $2,000 today. What interest would make you indifferent to your choice between $2,000 and the promise of $3,000 at the end of eight years?
You have just sold your car for $50,000, but under the sales agreement, it won't receive the $50,000 until 5 years from today. What is the present value of $50,000 to be received 5 years from today if the discount rate is 7 percent annually? a. $35,445.94 b. $35,270.25 C. $50,000.00 d. $35,649.31 e. $32,500.00
Your grandfather has offered you a choice of one of the three alternatives: 1. Take Rs. 500,000 now 2. Take Rs 100,000 a year for eight years, or 3. Take Rs 1200,000 at the end of eight years. Required: 1. Assume you could earn 11% per annum, which alternative should you choose? 2. If you could earn 12% per annum, would you still choose the same alternative?
A house that you are interested in has the following facts listed online: Price = $214,000 APR = 1.15% Down Payment must be 9.5% Loan time frame is 35 years The Loan you must take out is 193670 What is the Monthly price you must pay on this house.
Congratulations! You have just won a small lottery. Lottery officials give you three alternatives for receiving your winnings: a)$8000 now b)$1000 per year for 12 years c)$15000 in 10 years If you can earn 6.5% on your money, which alternative should you choose?
Imagine that you won $100 million in the lottery and were offered the choice between two payment plans: Plan A: Receive $61 million in a lump sum today Plan B: Receive an initial payment of $1.5 million today and annual payments that increase by 5% annually over the next 29 years (30 payments total) a. Determine the net present value of each plan without discounting. Which plan is the better option? b. Assuming an interest rate of 4%, determine the future value of each plan at the end of the 29 years with discounting. Which plan is the better option?
A new homeowner is purchasing a living room set for $2,590 and must decide between two monthly installment financing offers.Offer 1: $200 down payment, remaining balanced financed at a 24.90% interest rate for 3 years.Offer 2: $425 down payment, remaining balanced financed at a 22.90% interest rate for 4 years.Part A: What is the total cost of offer 1? Explain which technology you used to solve and each step of your process. Part B: What is the total cost of offer 2? Explain which technology you used to solve and each step of your process.Part C: Which financing offer should the new homeowner choose?
Which is a better choice in buying a computer worth $12,700.00? Choose from the following options: 1. Borrow from a lending firm offering 12% compounded quarterly payable in 1 year and 6 months2. Avail of the instalment plan which requires payment of $850.00 a month for 18 months3. Borrow from a lending firm offering 12% compounded monthly payable in 1 year and 6 months4. Borrow from a lending company that charges 12 1/4% simple interest payable in 1 year and 6 months
You purchase a plot of land worth $54,000 to create a community garden. To do so, you secure a 10-year loan, charging 5.66% APR, compounded monthly, and requiring monthly payments of $505. (Assume the value of the land is still $54,000. Round each answer to the nearest dollar) (a) Assuming that you put some money down, what was your original loan amount (in dollars)? $ (b) What is the outstanding balance (in dollars) on your loan after making 4 years of payments? (c) How much equity (in dollars) do you have in the garden after 4 years? $
You have an opportunity to buy a perpetuity that pays $400 a year forever starting a year from now for $1,500. What interest rate makes this a fair price? Instruction: Round to three decimal places. E.g., if your answer is 0.0106465 or 1.06465%, you should type ONLY the number .011, neither 0.0106465, 0.0106, nor 1.065. Otherwise, Blackboard will treat it as a wrong answer.

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