Question

Information: The company purchases 5 factories, each costing £500,000. One factory is purchased at the start...

Information: The company purchases 5 factories, each costing £500,000. One factory is purchased at the start of each of the next 5 years. The cost of refurbishment is £200,000 per factory and is payable continuously for 1 year after the purchase. Once the refurbishment for a particular factory is complete, retail stores pay rent to the company for the factory at a rate of £48,000 pa payable monthly in arrears. Each factory is sold 10 years after completion of its refurbishment for £600,000.

The company employs a manager to run this project. She is paid £50,000 pa payable at the end of each month whilst the company has ownership of any of the factories.

Question: Calculate the net present value of the project assuming an interest rate of 4% pa effective.

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Answer #1

Net Present Value = Present Value of Inflows (-) Present Value of Outflows

Decision Making: The project can be accepted is the Net Present Value is positive. Else, the project should be rejected.

Net Present Value of Fa Event Purchase of factories Cost of refurbishment Rent received from retail stores Scrap value of facto Total Year 0 End of Year 1 End of Year 2 End of Year 3 End of Year 4 End of Year S End of Year 6 End of Year 7End of Year 8 End of Year9 End of Year 10 End of Year 11 (500,000) (200,000) 48,000 48,000 48,000 48,000 48,000 48,000 48,000 48,000 48,000 48,000 600,000 648,000 48,000 500,000 4.0% 69,029 66,374 63,821 61,366 59,006 319,596 (555,919 (236,323) 200,000 48,000 48,000 48,000 48,000 48,000 48,000 48,000 48,000 Discount rate (%) Net Present Value of Factory1 Net Present Value of Factory 2 Net Present Value of Factory 3 Net Present Value of Factory 4 Net Present Value of Factory 5 Total NPV of factories Less: NPV of manager sala NPV for the company Till Year 0 to 11 Till Year 1 to 12 Till Year 2 to 13 Till Year 3 to 14 TIll Year 4 to 15 PV of Cash flow from above table (NPV of factory 1) (1.04) (NPV of factory 1)/ (1.04) (NPV of factory 1)/ (1.04) (NPV of factory 1)/ (1.04) PV of 50,000 for 15 years

Logic : Since each of the factories are purchased in a gap of one year, the net present value of factory 2 to factory 5 is calculated by further discounting for applicable number of years.

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