0 percent financing calculator
[DOCX File]Replacement Reserve Spreadsheet Instructions
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To make the spreadsheet calculate correctly, you must score the ratings for the useful life of the each Item from 0 to 5, corresponding to the amount of life expired for the Item: 0 = 0% expired (new) 1 = 20% expired. 2 = 40% expired. 3 = 60% expired. 4 = 80% expired. 5 = 100% expired (needs immediate replacement) Hint: While the expired useful ...
[DOC File]Exam-type questions
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The account pays a 10 percent annual interest rate. Assuming that Jill makes no additional contributions to the account, how many years will it take for her to have $1,000,000 in the account? a. 23.33 years. b. 3.03 years. c. 16.66 years. d. 12.63 years * Enter the data given in your financial calculator: I = 10; PV = -300000; PMT = 0; FV ...
[DOCX File]Chapter 7
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Financial calculator solution: Inputs: N = 30; PV = -1800; PMT = 0; FV = 13700. Output: I = 7.0%. 8.At an inflation rate of 9 percent, the purchasing power of $1 would be cut in half in 8.04 years. How long to the nearest year would it take the purchasing power of $1 to be cut in half if the inflation rate were only 4 percent? a.12 years. b.15 ...
[DOC File]FUTURE VALUE AND PRESENT VALUE FORMULAS
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The firm can borrow up to $2 million under the agreement at an annual interest rate of 9 percent. The firm is required to maintain a 15 percent compensating balance on any funds borrowed under the agreement and to pay a 0.5 percent commitment fee on the unused portion of the credit line.
[DOC File]Cost of Capital, Instructor's Manual
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o. 2. Suppose Harry Davis issues 30-year debt with a par value of $1,000 and a coupon rate of 10%, paid annually. If flotation costs are 2 percent, what is the after-tax cost of debt for the new bond? Answer: Using a financial calculator, n = 30, PV = (1-0.02)(1000) = 980, pmt = -(1-0.40)(100) = -60, FV = -1000.
[DOC File]CHAPTER 3
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Additional financing as percent of incremental sales 54.0% (b) Sales are scheduled to increase by $60,000. Applying the 54 percent developed in (a), the Christopher Company will need $32,400 ($60,000 x 0.54).
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