AM (Cumulative) Help Save & ExitSubm Harding Company is in the process of purcha
ID: 2537956 • Letter: A
Question
AM (Cumulative) Help Save & ExitSubm Harding Company is in the process of purchasing several large pieces of equipment from Danning Machine Corporation. Several financing alternatives have been offered by Danning: (FV of $1, PV of $1, FVA of $1, PVA of $1. FVAD of $1 and PVAD of $1) (Use appropriate factor(s) from the tables provided.) 1. Pay $1,050,000 in cash immediately 2. Pay $441,000 immediately and the remainder in 10 annual installments of $92,000, with the first installment due in one year 3. Make 10 annual installments of $154,000 with the first payment due immediately 4. Make one lump-sum payment of $1,710,000 five years from date of purchase. Required: Determine the best alternative for Harding, assuming that Harding can borrow funds at a 10% interest rate (Round your final answers to nearest whole dollar amount.) PV Option 1 here to searchExplanation / Answer
OPTION 1: Present value of the Cash paid immediately = $ 10,50,000 OPTION 2: CALCULATION OF THE PRESENT VALUE OF THE OPTION 2 Year Cash outflow PVF @ 10% Present Value 0 $ 4,41,000 1 $ 4,41,000 1 $ 92,000 0.9090909 $ 83,636 2 $ 92,000 0.8264463 $ 76,033 3 $ 92,000 0.7513148 $ 69,121 4 $ 92,000 0.6830135 $ 62,837 5 $ 92,000 0.6209213 $ 57,125 6 $ 92,000 0.5644739 $ 51,932 7 $ 92,000 0.5131581 $ 47,211 8 $ 92,000 0.4665074 $ 42,919 9 $ 92,000 0.4240976 $ 39,017 10 $ 92,000 0.3855433 $ 35,470 `Total - Present Value = $ 10,06,300 OPTION 3: CALCULATION OF THE PRESENT VALUE OF THE OPTION 3 Year Cash outflow PVF @ 10% Present Value 1 $ 1,54,000 1 $ 1,54,000 2 $ 1,54,000 0.9090909 $ 1,40,000 3 $ 1,54,000 0.8264463 $ 1,27,273 4 $ 1,54,000 0.7513148 $ 1,15,702 5 $ 1,54,000 0.6830135 $ 1,05,184 6 $ 1,54,000 0.6209213 $ 95,622 7 $ 1,54,000 0.5644739 $ 86,929 8 $ 1,54,000 0.5131581 $ 79,026 9 $ 1,54,000 0.4665074 $ 71,842 10 $ 1,54,000 0.4240976 $ 65,311 `Total - Present Value = $ 10,40,890 OPTION 4: CALCULATION OF THE PRESENT VALUE OF THE OPTION 4 Year Cash outflow PVF @ 10% Present Value 1 $ - 0.9090909 $ - 2 $ - 0.8264463 $ - 3 $ - 0.7513148 $ - 4 $ - 0.6830135 $ - 5 $ 17,10,000 0.6209213 $ 10,61,775 `Total - Present Value = $ 10,61,775 Options Present Value 1 $ 10,50,000 2 $ 10,06,300 3 $ 10,40,890 4 $ 10,61,775 Best option = option 1
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