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    CHAPTER 11 DEPRECIATION‚ IMPAIRMENTS‚ AND DEPLETION TRUE-FALSE—Conceptual Answer T F T T F F T F F T T F T F T T F T F T No. 1. 2. 3. 4. 5. 6. 7. 8. 9. 10. 11. 12. 13. 14. 15. 16. 17. 18. 19. 20 Description Nature of depreciation. Nature of depreciation. Depreciation‚ depletion‚ and amortization. Definition of depreciation base. Factors involved in depreciation process. Definition of inadequacy. Objection to straight-line method. Units-of-production approach. Accelerated depreciation

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    Rock Creek Golf Club

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    Case 27-2: Rock Creek Golf Club Submitted by: Adam Kessler Submitted to: Dr. Alan Czyzewski Submitted for: MBA 613 Submitted on: Wednesday‚ 4/11/12 Question 1 An amortization table has been completed regarding the potential loan that RCGC would need to obtain in order to fund the purchase of 40 gasoline-powered golf carts. RCGC would need to obtain a loan for $89‚600 at an eight percent interest rate for five years with a payment due at the end of each year in order to fund the purchase

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    Accounting Poblem 4

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    $48‚000 ÷ $8‚000 = 6 years The net present value is: | | Time Period | | CashFlows | × | 9% DiscountFactor | = | PresentValue | Present value of net annual cash flows | | 1–8 | | $8‚000 | | 5.53482 | | $44‚279 | Present value of salvage value | | 8 | | 20‚000 | | 0.50187 | | 10‚037 | | | | | | | | | 54‚316 | Capital investment | | | | | | | | 48‚000 | Net present value | | | | | | | | $6‚316 | Using financial calculator: CF0=-48‚000; C01=8‚000;

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    Managerial Accounting

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    cash flowsPresent value of salvage valueCapital investmentNet present value | | $34‚000      0 | XX | 5.53482 .50187 | == | ($188‚184)(       0)( 188‚184)( 200‚000)($ (11‚816) | The reduction in downtime would have to have a present value of at least $11‚816 in order for the project to be acceptable. BE12-5 Project A | | CashFlows | X | 9% DiscountFactor | = | PresentValue | | | | | | | | Present value of net annual cash flowsPresent value of salvage valueCapital investmentNet

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    to be depreciated using the straight-line method over a period of 40 years with no salvage value. Depreciation for year 1 $ 20‚000 Depreciation for year 2 $40‚000 Asset #2—Garage: Henry purchased the garage on March 1‚ 2011 as a place to work on the vehicles and equipment. The garage cost $300‚000 and will be depreciated using the straight-line method over a period of 40 years with a salvage value of $20‚000. Depreciation for year 1 $7‚000 Depreciation for year 2

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    purchased equipment on January 1‚ 2010‚ at a total invoice cost of $400‚000. The equipment has an estimated salvage value of $10‚000 and an estimated useful life of 5 years. The amount of accumulated depreciation at December 31‚ 2011‚ if the straight-line method of depreciation is used‚ is: 4. Ann Torbert purchased a truck for $11‚000 on January 1‚ 2010. The truck will have an estimated salvage value of $1‚000 at the end of 5 years. Using the units-of-activity method‚ the balance in accumulated

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    Ski Jacket Production

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    profit). The given information from management is the variable production cost‚ the selling price‚ and the salvage value per unit. There is also the fixed production cost regardless of production level. Production can all be sold if it is not greater than the demand level. However‚ if the production quantity is greater than the demand‚ it will be sold to discounters at the salvage value price. When dealing with uncertainty‚ the simulation model is useful to explicitly incorporate uncertainty

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    Finance

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    go for an operating lease and let the lessor take care of the maintenance. 2. Calculate the net advantage to leasing (NAL) the restaurant equipment. It is assumed that the old equipment has no resale value whereas the new equipment would have a salvage value of $30‚000 after 5 years. The restaurant’s tax rate is estimated to be 40%. 3. What typically happens to the leased equipment after the term of the lease expires? After the term of the lease expires the leased equipment is typically leased

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    Case #4 - Conch Republic Electronics | | | | | | | | | | | | | | | | Input Area: | | | | | | | | | | | | | | | | |   |   |   |   |   |   |   |   | |   | Equipment | $15‚000‚000 |   |   |   |   |   | |   | Salvage value | $3‚000‚000 |   |   |   |   |   | |   | R&D | $750‚000 | sunk cost |   |   |   |   | |   | Marketing study | $200‚000 | sunk cost |   |   |   |   | |   |   |   |   |   |   |   |   | |   |   | Year 1 | Year 2 | Year 3 | Year

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    disclosed by the company’s depreciation policies for each category of asset. The other piece of calculating depreciation is the assumed salvage or “residual” value. There are several different methods of depreciating an asset: 1) Straight-line = [pic] 2) Double-declining balance = [pic] Delta and Singapore both use “straight-line” but they assume different salvage values for their fleet as well as different useful life assumptions. This case study will evaluate the differences in their rates

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