You have entered into an agreement for the purchase of land. The agreement specifies that you will takeownership of the land immediately. You have agreed to pay $55,000 today and another $55,000 in threeyears. Calculate the total cost of the land today, assuming a discount rate of (a) 3 %, (b) 5%, or (c) 7%.Note: Use tables, Excel, or a financial calculator. Do not round your intermediate values. Round youranswers to 2 decimal places. (FV of $1. PV of $1. FVA of $1, and PVA of $1)Answer is complete but not entirely correct.CompoundingPeriodDuePayment InterestAmountTotal Cost ofRateLand Todaya.$ 55,0003%Annually3 yearsS155,573.62b.55,0005%Annually3 years238,121.22C.55,0007%Annually33yyears296.410.920

The objective of the question is to calculate the present value of the total cost of the land, given…

Answered: You have entered into an agreement for…

FINANCIAL ACCOUNTING

10th Edition

ISBN:9781259964947

Author:Libby

Publisher:Libby

Chapter1: Financial Statements And Business Decisions

Section: Chapter Questions

Problem 1Q

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Note:- Do not provide handwritten solution. Maintain accuracy and quality in your answer. Take care of plagiarism. Answer completely. You will get up vote for sure.
You have a prospective lessee for your office property and have the following options (assume a 7-year window and 2% discount rate). Which one will provide you with the highest effective rent? a. Option A: Rent is $98 per rentable square foot with the lessor paying operating expenses up to $40, lessee responsible for remainder. Operating expenses are $39 in first year and increase by $3 each year b. Option B: Rent is $90 per rentable square foot and will increase by $3 each year. Operating expenses are $40 during the first year and will increase by $1 every year. c. Option C: Rent is $91 per rentable square foot per year and will increase by $2.50 each year. Operating expenses are $45 for the first year and will increase by $3 every year, with lessor covering up to $48.
Goran plans to buy a used truck that costs $15,000. The dealer requires a 20% down payment. The rest of the cost is financed with a 3-year, fixed-rate amortized auto loan at 5.5% annual interest with monthly payments. Complete the parts below. Do not round any intermediate computations. Round your final answers to the nearest cent if necessary. If necessary, refer to the list of financial formulas.
Calculate it manually, not in excel. Show complete solution and formula used. Please don't type the solution. Write it in a piece of paper.
To be sure that you understand how to use the tables in Appendix A at the end of this book, solve the following exercises. Ignore income tax considerations. The correct answers, rounded to the nearest dollar, appear on page 855. Q. You have just won $50,000. How much money will you accumulate at the end of 5 years if you invest it at 6% compounded annually? At 12%?
. Suppose someone his earned income per year is $7000, and the income guarantee, IG, is $5000. And assume that the tN, the rate at which the transfer is received by him is 50%. Then the disposable income of the recipient in relation to earned income is:
You have saved $50,000 to use as a down payment for some property and to build a home. The home is in a prime building location that has trees and a stream running through the property. The clearing of the land and the building of the house will cost a total $650,000. a) How much money will you need to borrow through a mortgage for your home? b) The bank offers to finance your purchase with a 25-year amortized mortgage with a 5-year term at 4.125%. If you want to make monthly payments on this loan (end of each month), how much will each payment be? c) Prepare an amortization schedule for your first 3 mortgage payments d) At the end of the 5-year term, the mortgage terms allow you pay down an additional 10% of the original mortgage amount and the terms allow you to change the remaining amortization period. You have saved the additional money to pay down the amount of the loan (additional 10% of the original mortgage amount) and you want to shorten the remaining amortization by 5 years.…
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?
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? $
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You purchase a plot of land worth $58,000 to create a community garden. To do so, you secure a 10-year loan, charging 5.11% APR, compounded monthly, and requiring monthly payments of $505. (Assume the value of the land is still $58,000. 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?

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