Pertinent information for two alternatives A and B is shown below. If i=10% / year and theeffective income tax rate is 40%, answer the following true/false questions.Alt. AAlt.B300,00050,000Basis, $CFBT, $MACRS Recovery, Years 5Salvage Value, $Useful Life, YearsThe CFAT at the end of year 3 for Alt. B is between $45,000-$50,000.TrueFalse200,00040,00020,0006530,0007

It is the amount of reduction in the value of a tangible fixed asset due to tear and wear,…

Answered: Pertinent information for two…

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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3. An investment of $500,000 generates an annual income of$150,000 over the next4 years with a salvage value of$200,000. At MARR-10% is this a good investment (by computing P.W. factor)?, The effective tax rate is 40% and MACRS depreciation with depreciation life of 3 years is employed. The present worth of this investment is:
Project the OCFs for the next three years considering incomes of $165k, $170K and $180 respectively, and a depreciation of $15K, $16K and $18K respectively. Consider a tax of 25%. (Use the following format: "$11.111; $11.111; $11.111) Answer. $65.588;$69.325;$76.800 Then, calculate the NPV (of the three years projected, don't include the current one) if your investment is $150K and the cost of opportunity is 10% (use the following format: $11.111) Answer $24.619 Decide if you invest or not in this project (use the following format: "Yes" or "No") Answer NoI need the process please
Consider an asset that costs $420,000 and is depreciated straight-line to zero over a 7-year economic life. What is the after-tax salvage value if the asset is sold after 4 years for $240,000 and the corporate tax rate is 22%.
Complete the following using present value. Amount $6,600, Time 10 years, Rate 2%, Compounded semiannually. What is the period used? What is the rate used? What PV factor used? What is the desired end of period amount?
Assume that you calculated the ATER after year 3 as $275,000, the after-tax cash flow in year 4 was $6,800 and grew by 3% until year 8, and the ATER in year 8 was $300,000. Use this information to calculate the incremental IRR for not selling the property and collecting rents for years 4-8. What is the incremental IRR for not selling the property? A. 2.88% B. 4.29% C.-41.90% D. 6.40%
You buy a property for $100,000 in year 0. The building is depreciated using straight-line depreciation over 27.5 year. The NOI is $5,000 in year 1 and grows at 2% thereafter. The building is sold at a the end of year 4 at a terminal cap rate of 6%. Assume an ordinary income tax rate of 35%, a capital gains tax rate of 20%, and a depreciation recapture tax rate of 25%. What is going to be the total tax bill on the sale? O 1,187 O 1,959 O 3,146 O 3,636
The following data are from an after-tax cash flow analysis in year 1 for anew MACRS 5-year property. How much money would be saved in year 1 if 100% bonus depreciation is used? Initial Investment = $180,000 Regular MACRS Depreciation Deduction in Year 1 = $36,000 Before-Tax-and-Loan Cash Flow = $280,000 Loan Principal Payment = $17,500 Interest on Loan = $5,650. a. $30,240 b. $75,600 c. $37,800 d. $36,000.
Let us assume that an investor can obtain an 80% LTV loan for a property valued at 500,000 at a 10% interest rate to be amortized over 25 years with monthly payments. If the property generates $70,000 net operating income per year, answer the following. What would be the Before-Tax Cash Flow from the Property Sale (BTCFs) if the property were sold in Year 5 for $440,000? $63,344.93 $816,655.07 $396,382.36 $440,000.00
Consider an asset that costs $369,600 and is depreciated straight-line to zero over its 7-year tax life. The asset is to be used in a 4-year project; at the end of the project, the asset can be sold for $46,200. If the relevant tax rate is 23 percent, what is the aftertax cash flow from the sale of this asset? Multiple Choice $72,006.00 $35,574.00 $311,862.00 $68,405.70 $75,606.30
An economic analysis is being performed in real (not actual) dollars. The company’s combined MARR is 10%, and the inflation rate is 4%. The asset has a first cost of $10,000. It will be depreciated as MACRS 3-year property using rates of 33.33%, 44.45%, 14.81%, and 7.41%. What depreciation amount will be shown in year 3 of the analysis?
You have been asked to estimate the market value of an income-producing property. The table below provides 5 years of projected cash flows for the property. Use the discounted cash flow approach to income valuation to calculate the market value. Assume that you sell the property at the end of year 5 and that the net proceeds from the sale are $5 million. Also assume that the discount rate is 10%. PGI EGI NOI Year 1 $4.18 million $750,000 $780,000 $811,200 $637,500 $663,000 $689,520 $318,750 $331,500 $344,760 $6.11 million $4.12 million Year 2 $4.40 million Year 3 Year 4 $843,648 $717,101 $358,550 Year 5 $877,394 $745,785 $372,892
Perform a present worth (PW)-based evaluation of the two alternatives below using a spreadsheet. The after-tax minimum acceptable rate of return (MARR) is 8% per year, Modified Accelerated Cost Recovery System (MACRS) depreciation applies, and Te=40%. The (GI -OE) estimate is made for the first 3 years; it is zero in year 4 when each asset is sold. Alternative First Cost, $ Salvage Value, Year 4, $ GI-OE, $ per Year Recovery Period, Years X -8,000 0 3,500 3 Y -13,000 2,000 5,000 3 The PW for alternative X is determined to be $ The PW for alternative Yis determined to be $ Alternative (Click to select) is selected.

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