What is the answer Project I4200| 200 1400 190023400200To00-1000100Project 24006001100600700-1000100560ססך12400FORMULA:payback =years before pull t unrecovered amount at the%3Dre coveryStart Of periodcash Flow during the periodProject Ipayback= 2+2 years%31200Project 2payback= 2 + 50060012.8years or2 years 9 months%3D Project I4200| 200 1400 190023400200To00-1000100Project 24006001100600700-1000100560ססך12400FORMULA:payback =years before pull t unrecovered amount at the%3Dre coveryStart Of periodcash Flow during the periodProject Ipayback= 2+2 years%31200Project 2payback= 2 + 50060012.8years or2 years 9 months%3D

In case of uneven cash flows, the payback period is calculated as follows: Payback period = years…

Answered: Project I 2 of -1000 400 600 200 200…

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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Question 15 The following information relates to three possible capital expenditure projects. Because of capital rationing only one project can be accepted. Project:                                         A                                 B                                C      . Initial cost                               R100 000                    R115 000                    R90 000 Expected life                               5 years                         5 years                         4 years Scrap value                               R5 000                        R7 500                          R4 000 Cash-inflows                                  R                                 R                                 R End year 1                                   40 000                         50 000                        27 500                2                                   35 000                         35 000                        32 500…
Question 16 The following information relates to three possible capital expenditure projects. Because of capital rationing only one project can be accepted. Project:                                         A                                 B                                C      . Initial cost                               R100 000                    R115 000                    R90 000 Expected life                               5 years                         5 years                         4 years Scrap value                               R5 000                        R7 500                          R4 000 Cash-inflows                                  R                                 R                                 R End year 1                                   40 000                         50 000                        27 500                2                                   35 000                         35 000                        32 500…
Question 21 The following information relates to three possible capital expenditure projects. Because of capital rationing only one project can be accepted. Project:                                         A                                 B                                C      . Initial cost                               R100 000                    R115 000                    R90 000 Expected life                               5 years                         5 years                         4 years Scrap value                               R5 000                        R7 500                          R4 000 Cash-inflows                                  R                                 R                                 R End year 1                                   40 000                         50 000                        27 500                2                                   35 000                         35 000                        32 500…
MACHINE A MACHINE B INITIAL COST R100 000 R110 000 EXPECTED ECONOMIC LIFE 5 YEARS 5 YEARS EXPECTED DISPOSAL/RESIDUAL VALUE R10 000 EXPECTED NET CASH INFLOWS R R END OF: YEAR 1 34 000 33 000 YEAR 2 27 000 33 000 YEAR 3 32 000 33 000 YEAR 4 30 000 33 000 YEAR 5 26 000 33 000 DEPRECIATION PER YEAR 18 000 22 000 COMPANY ESTIMATES COST CAPITAL = 14% 1) Calculate the payback period for Machine A and B (answers must be expressed in years, monthsand days).
Use the data below for problems 6 to 10. YearProj YProj Z 0($420,000)($420,000) 1400,000182,000 2185,000156,000 3—146,000 4—175,000 The projects provide a necessary service, so whichever one is selected is expected to be repeated into the foreseeable future. Both projects have an 11% cost of capital. 6. What is each project’s initial NPV without replication? 7. What is each project’s equivalent annual annuity? 8. Now apply the replacement chain approach to determine the shorter projects’ extended NPV. Which project should be chosen? 9. Now assume that the cost to replicate Project Y in 2 years will increase to $600,000 because of inflationary pressures. How should the analysis be handled now, and which project should be chosen?
What is the IRR of Project A? Year Project A 0 -3000 1 1000 2 1000 3 2500 18.54% 19.54% 23.54% 29.54% unanswered
Lipsion Ltd company is thinking about investing in one of two potential new productsfor sale. The projections are as follows: year revenue/ product s revenue/ product v0 (150,000) outlay (150000) outlay1 14000 150002 24000 253333 44000 520004 84000 63333 Calculate the IRR for Product V only using 1% and 17% to 2 d.p.
Question 3 The following information relates to three possible capital expenditure projects. Because of capital rationing only one project can be accepted. Project: A B C . Initial cost R100 000 R115 000 R90 000 Expected life 5 years 5 years 4 years Scrap value R5 000 R7 500 R4 000 Cash-inflows R R R End year 1 40 000 50 000 27 500 2 35 000 35 000 32 500…
Projection of yearl cashflow Year Cashflow($) 0 (239000.00) 1 3789.00 2 47675.00 3 122097.00 4 407968.00 5 453324.00 Given that the discount rate is 10% What is the projects discounted payback period? Calculate for Net Present Value? Calculate Internal Rate of Return?
(b) Suppose that the allocation of a natural resource during three years results in a stream of total surplus value of $100 per period t (i.e.: t = 0; 1; 2). Obtain the present value of this stream when the discount rate is r = 0:10 and also when it is r = 0:05. Annuity amount (A) = $100 Time Period (n) = 3 years Discount rate (r) = 10% or 0.10 & 5% or 0.05 Present value of this stream when the discount rate is 10%: PVA = PV = A (P/A, r, n) PV = 100 (P/A, 0.10, 3) PV = 248.69 Present value of this stream when the discount rate is 5%: PVA = PV = A (P/A, r, n) PV = 100 (P/A, 0.5, 3) PV = 272.3 (c) Alternatively, the resource could be fully extracted now (say, in the period t = 0), resulting in a total surplus $280 at t = 0 and 0 in every future period. Is this immediate extraction strategy preferred to the extraction strategy described in (a) when r = 0:10? What about when r = 0:05? What does this tell us about the intuitive meaning of discounting regarding intertemporal…
Calculate the conventional benefit-cost ratio for the alternative: Initial Investment 150000 Revenues 50000 Costs 20000 Salvage Value 50000 Useful life 10 MARR 0.1 Select one: a. 1.2114 b. 1.3130 c. 1.4659 d. 1.3681 e. 1.2960
Determine the B/C ratio for the following project.First Cost = P100, 000Project life, years = 5Salvage value = P10, 000Annual benefits = P60, 000Annual O and M = P22, 000Interest rate= 15%

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