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Subject:
TRIAL AND ERROR, INC.
Category: Business and Money > Finance Asked by: stockman9-ga List Price: $50.00 |
Posted:
22 Feb 2004 07:44 PST
Expires: 23 Mar 2004 07:44 PST Question ID: 309475 |
TRIAL AND ERROR, INC. TRIAL AND ERROR, INC. A MAKER OF PRECISION MACHINE TOOLS, IS CONSIDERING THE REPLACEMENT OF A METAL LATHE PURCHASED 5 YEARS AGO FOR $60,000. THE MACHINE IS BEING DEPRECIATED TO A ZERO SALVAGE VALUE OVER ITS 15-YEAR LIFE, USING THE STRAIGHT LINE METHOD. THE MACHINE UNDER CONSIDERATION WILL COST $85,000, WILL HAVE A 10-YEAR LIFE, AND WILL HAVE A SALVAGE VALUE OF $5,000. THE MARKET VALUE OF THE EXISTING MACHINE IS $50,000. THE FIRM?S TAX RATE IS 45%. THE NEW MACHINE IS EXPECTED TO REDUCE COSTS BY $2,000 PER YEAR AND INCREASE REVENUE BY $4,000 PER YEAR OVER ITS 10-YEAR LIFE. THE COMPANY?S REQUIRED RATE OF RETURN IS 12%. BASED UPON THE FOREGOING, CALCULATE THE: A) NET OUTLAY (INVESTMENT) B) INCREMENTAL CASH INFLOWS FOR THE REPLACEMENT DECISION C) NPV, IRR, PAYBACK Please use excel file.. |
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Subject:
Re: TRIAL AND ERROR, INC.
Answered By: omnivorous-ga on 23 Feb 2004 09:59 PST |
Stockman9 -- Most financial analyses use operating margins or gross margins to calculate returns and cash flow. However, here we're required to do the analysis on the basis of the deltas or changes in cash flows. Perhaps the company should be named DELTA, INC. There are several assumptions necessary to this case: 1. taxes get paid at year-end (as opposed to a six-month convention used in MACRS-type depreciation cases) 2. taxes due immediately on recapture of depreciation on old lathe 3. we'll straightline the depreciation to zero (as with the old lathe), as opposed to adjusting depreciation to a basis of $80,000 because of the adjusted salvage value You'll find the entire analysis here (note that the Excel file name is case-sensitive on this server): http://www.mooneyevents.com/Trial.xls The payback period is slightly above 4 years; the NPV is $54,789 and the IRR is 21.0% The payback and NPV analyses are pretty clear. The Internal Rate of Return analysis uses Excel's IRR function, which requires a negative (or investment) followed by periods of return -- assumed by Excel to be yearly returns. If any portion of this is unclear, please request a clarification before rating this Google Answer. Best regards, Omnivorous-GA |
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