Mark found two feasible options for an apartment to rent for the next 2 years. Option A requires monthly rent of $1,300 to be paid at the beginning of each month. Option B allows for end-of-month rent payments of $1,300 (same amenities as in option A). Mark uses a fairly high annual discount rate of 24% (sadly, he is also a high credit risk). Find the PV of the future rent payments for both options over the 2-year time period and explain which one Mark will prefer, if he bases his decision strictly on cash flow. (Round present value factor calculations to 5 decimal places, e.g. 1.25124 and final answers to 2 decimal places e.g. 5,125.36.) Click here to view the factor table Option A Option B Present value $ $ Mark would choose , because he would effectively be paying in rent over this two-year period.
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- Refer the attached Case Study to solve, Enrico has planned to have $40,000 at the end of 10 years to place a down payment on a condo. Property taxes and insurance can be asmuch as 30% of the monthly principal and interest payment (i.e., for a principal and interest payment of $1,000, taxes and insurance would be an additional $300).What is the maximum purchase pricehe can afford if he’d like to keep his housing costs at $950 per month?You are thinking of renovating a basement apartment beneath your house, which you currently rent out for $521 per month. If you renovate the apartment, you could get $729 per month instead, starting next month. Assume renovations would cost $10,000, paid immediately, and would take very little time to complete so there’d be no delay in rental income. Assume monthly rental income would last for the foreseeable future (aka forever). If the applicable discount rate is 6% per year, what is the net present value (NPV) of the renovations? Round to the nearest cent.← You need a loan of $150,000 to buy a home. Calculate your monthly payments and total closing costs for each choice below. Briefly discuss how you would decide between the two choices. Choice 1: 20-year fixed rate at 6% with closing costs of $2900 and no points. Choice 2: 20-year fixed rate at 5.5% with closing costs of $2900 and 4 points. What is the monthly payment for choice 1? A (Do not round until the final answer. Then round to the nearest cent as needed.)
- You are trying to purchase a condo and are looking at various options to finance the purchase.Your two best options are Option I a loan at 13.25 % (APR) interest compounded semi-annually. Or a 11.75 % (APR) interest loan compunded daily. Evaluate each loan structure and determine the Effecte Annual Rate (EAR) of each loan to determine what is the better deal.Assume you are preparing to move into a new neighborhood. You are considering renting or buying. Divide your team into two groups. Requirements Group 1 will analyze the renting option. A suitable rental is available for $500 per month, and you expect rent to increase by $50 per month per year. Prepare a schedule showing rent payments for the next 15 years. To simplify the problem, assume rent is paid annually. Using 5% as the discount rate, determine the present value of the rent payments. Round present value amounts to the nearest dollar. Group 2 will analyze the buying option. A suitable purchase will require financing $105,876 at 5%. Annual payments for 15 years will be $10,200 (annual payments assumed to simplify the problem). Calculate the present value of the payments. Additionally, using Excel with appropriate formulas, prepare a payment schedule with the following columns (year 1 is completed as an example): After each group has prepared its schedule, meet as a full team to…You need a loan of $130,000 to buy a home. Calculate your monthly payments and total closing costs for each choice below. Briefly discuss how you would decide between the two choices. Choice 1: 30-year fixed rate at 7% with closing costs of $2100 and no points. Choice 2:30-year fixed rate at 6.5% with closing costs of $2100 and 3 points.
- You are considering an option to purchase or rent a single residential property. You can rent it for $2,000 per month and the owner would be responsible for maintenance, property insurance, and property taxes. Alternatively, you can purchase this property for $200,000 and finance it with an 80 percent mortgage loan at 4 percent fixed-rate interest that will fully amortize over a 30-year period. The loan requires monthly payments. The loan can be prepaid at any time with no penalty. You have done research in the market area and found that (1) properties have historically appreciated at an annual rate of 2 percent per year, and rents on similar properties have also increased at 2 percent annually; (2) maintenance and insurance are currently $1,500.00 each per year and they have been increasing at a rate of 3 percent per year; (3) you are in a 24 percent marginal tax rate and plan to occupy the property as your principal residence for at least four years; (4) the capital gains exclusion…Suppose you are given two loan options. The first one allows you to borrow money at 8.6% per year, compounded semi-annually. The other option allows you to borrow at 8.4% per year but compounded monthly. Calculate & explain which option is better from the borrower’s point of view. What is your conclusion from the answers ?You are assiting a newly hired employee. You begin explaning the process of utilizing excel to finance properties. Consider the following. A realator has a house on sale for $640,000. If possible you believe you can finance the home for $300,000 for 20 years at a 3% interest rate. What would the monthly principle and interest payment be for the acquird loan? Calculate using the PV funtion in excel. How would you caluclate this in Excel using the PV function? Rate: Nper: Pmt: FV: Type:
- You are offered the following two choices. You can either receive Option I: 3 annual payments of $100 each to be received exactly 1, 2, and 3 years from now; Or, Option II: one payment of $269 to be received exactly one year from now. The annual interest rate (as an EAR) that would make you indifferent between receiving the above two options is _______%.You are planning to purchase a house that will require a mortgage of $400,000. You find 2 mortgage offers both at the same rate of 2.75%. One is a 30-year mortgage and the other is a 20-year mortgage. You know, without any computation, that the 30-year mortgage will have lower monthly payments than the 20-year mortgage since the rates are the same. A friend advised that before taking the 30-year mortgage offer, you do some mathematical calculations to see if your budget can handle the extra amount of monthly payment for the 20-year mortgage. What is the difference in the monthly payment? Be sure to show all of your work.You are planning to purchase a house that will require a mortgage of $300,000. You find 2 mortgage offers both at the same rate of 2.5%. One is a 30-year mortgage and the other is a 20-year mortgage. You know, without any computation, that the 30-year mortgage will have lower monthly payments than the 20-year mortgage since the rates are the same. A friend advised that before taking the 30-year mortgage offer, you do some mathematical calculations to see if your budget can handle the extra amount of monthly payment for the 20-year mortgage. 1. How much more money would you have to budget per month to make the monthly payments on the 20-year mortgage instead of the 30-year mortgage? 2. You ask your friend what advantage there is to be paying more per month on the 20- year mortgage. Your friend replies that it is all about total interest. What is the difference between the total interest you would pay on each mortgage? Assume that you take the full term for each of the mortgages.