Suppose that you have just completed the mechanical design of a high-speed automated palletizer that has an investment cost of $3,800,000. The existing palletizer is quite old and has no salvage value. The market value for the new palletizer is estimated to be $430,000 after nine years. One million pallets will be handled by the palletizer each year during the nine-year expected project life. What net savings per pallet (i.e., total savings less expenses) will have to be generated by the palletizer to justify this purchase in view of a MARR of 18% per year? Use the AW method. Click the icon to view the interest and annuity table for discrete compounding when the MARR is 18% per year. The net savings required to be generated by the new palletizer to justify its purchase are $ per pallet (Round to the nearest cent)

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3) Find the rate of return (IRR-Ch16.3) on a project that will cost $100,000 today and $400,000 in 3 years from today, BUT will return $50,000 at the end of every year for 11 years (4)

Your firm is thinking about investing $300,000 in the overhaul of a manufacturing cell in a lean environment. Revenues are expected to be $39,000 in year one and then increasing by $13,000 more each year thereafter, Relevant expenses will be $20,000 in year one and will increase by $10,000 per year until the end of the cell's nine-year life. Salvage recovery at the end of year nine is estimated to be $10,000. What is the annual equivalent worth of the manufacturing cell if the MARR is 10% per year? How sensitive is the annual worth to ± 10% changes in the MARR? Are changes in the MARR really a significant consideration in this problem? Click the icon to view the interest and annuity table for discrete compounding when the MARR is 9% per year. E Click the icon to view the interest and annuity table for discrete compounding when the MARR is 10% per year. Click the icon to view the interest and annuity table for discrete compounding when the MARR is 11% per year. Find Annual Equivalent…

A company is considering an investment (at time = 0) in a machine that produces large plastic boxes. The cost of the machine is 43,118 dollars with zero expected salvage value. Annual production in units during the 3-year life of the machine is expected to be (starting at time = 1) 4,213, 8,486, and 12,468. The sale price per unit of the plastic boxes is 12 dollars in year one, and then expected to increase by 9% per year. Production costs per unit will be 5 dollars in year one, and then expected to increase by 3% per year. Depreciation on the machine is 10,192 dollars per year, the tax rate is 40% and the minimum acceptable rate of return is 6% percent. Calculate the net present value of this investment. Assume all flows are at the end of each year. (note: round your answer to the nearest cent, and do not include spaces, currency signs, plus or minus signs, or commas)