accessible and complete. This report contains financial data‚ historical analysis‚ forecasts and estimates based on best available and most up to date information. The aim is for the reader to be able to make an informed decision about the fair value of GFF stock and compare it to GFF peers in the industry. It should give reader the ability to form an opinion on Goodman fielder as an investment based on financial information analytics. 1 Executive summary Goodman fielder is
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is usual for bonds not to be issue at face value. Bonds will only be issued at face value if the rate demanded by bond holders (the market rate) is the same as the rate shown on the bonds (called the coupon rate). You should remember that‚ regardless of what the bond holder pay for the bond‚ the will receive the face value on maturity; and the interest payment the bond holder receive will be the coupon rate on the bond multiplied by the face value (regardless of the price paid for the bond)
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points for the entire assignment add up to 100. Question 1 (5 points) $50 today is worth MORE than $50 tomorrow. Your Answer | | Score | Explanation | True | | 5.00 | Correct. You understand Time value of money. | Total | | 5.00 / 5.00 | | Question Explanation We have assumed time value of money is positive. Question 2 (5 points) $100 invested for 10 years at 12% interest is worth more in FV terms than $200 invested for 10 years at 4% interest. Your Answer | | Score | Explanation
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investment√. Non-discounted cash flow method means that the cash flows will not be discounted‚ that is‚ the present value concept is not applied√. Timing of the cash flows does not make any difference to the evaluation√. Discounted cash flow means that cash inflows and cash outflows will be discounted according to the time value of money concept√. Different timing of returns will give different values. Two examples: Non-discounted cash flow; Payback period and ARR√√ Discounted cash flows; NPV‚ IRR discounted
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Question 1 (5 points) $100 today is worth the SAME as $100 tomorrow. Your Answer Score Explanation True False Correct 5.00 Correct. Total 5.00 / 5.00 Question Explanation We have assumed time value of money is positive. Question 2 (5 points) At an interest rate of 10% it is better to have $200 today than $200 in 2 years. Your Answer Score Explanation False True Correct 5.00 Correct. Total 5.00 / 5.00 Question Explanation All about compounding. Question 3 (5 points) Shawn wants to buy
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at the end of 5 years? Find the compound amount if P17‚500 is invested at 9.2% compounded semi-annually for 3.5 years. Determine the present value of P150‚000 due in 6 years if the interest rate is 5.5% compounded annually. If P135‚650 is the maturity value of a sum invested at 13.2% compounded semi-annually or 9 years and 6 months‚ find the present value and the compound interest earned. For P97‚500 to grow to P216‚000 in 14 years‚ at what interest rate converted quarterly should it be invested
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Week 3 Time Value of Money and Valuing Bonds Chapter 6 55. Amortization with Equal Payments Prepare an amortization schedule for a five-year loan of $36‚000. The interest rate is 9 percent per year‚ and the loan calls for equal annual payments. How much interest is paid in the third year? Answer: $2‚108.52 56. Amortization with Equal Principal Payments Rework Problem 55 assuming that the loan agreement calls for a principal reduction of $7‚200 every year instead of equal annual payments. Answer:
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University of Phoenix Material Definitions Define the following terms using your text or other resources. Cite all resources consistent with APA guidelines. Term Definition Resource you used Time value of money Money has a Time Value. This basic idea a dollar received today‚ other things being the same‚ is worth more than a dollar received a year from now underlies many financial decisions faced in Business (TItman‚ Keown‚ & Martin‚ 2014‚ P. 172). TItman‚ S.‚ Keown‚ A.‚ & Martin‚ J. (2014)
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calculations in begin mode. Time Value of Money calculations: FV of a Lump Sum: FV = PV(1+r)n FV of $300‚ 5 yrs‚ 10% FV = 300 (1+.10)5 = 300 * 1.61051 = 483.153 Using the Calculator: [Gold] [Clear All] (Clears all of the registers in the calculator) 1 [Gold] [P/Yr] (Sets # payments per period to 1) 300 [+/-] [PV] (Enters -300 as the PV) 5 [N] (Enters 5 as the number of compounding periods) 10 [I/YR] (Enters 10% and the interest rate) Hit [FV] = 483.15 (Calculates the Future Value of $300 at 10% for
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73% ROE shall be improved after buying the machines from 15.86% to 26.73%. Improvement percentage = (26.73% - 15.86%) / 15.86% Improvement percentage = 68.54% Q4. Future Value: FV = Original investment x (1 + Interest Rate) ^Number of Years FV = 1500 x (1 + 3.5%) ^5 FV = 1500 x 1.19 FV = $ 1781.53 Q5. Present value for uneven cash flows: Years 0 1 2 3 4 CFs $0 $75 $225 $0 $300 i = 6.25% PV = FVn / (1 + i) ^n PV = [(FV0 / (1 + 6.25%) ^0) + (FV1 / (1 + 6.25%) ^1) + (FV2 /
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