INSTEATRINDANN~~~~~≈¦¦¦¦¦¦¦++744 1 2 3 5 6 8 9 10 11 12 13 14 15 16 18 19 20 21 17 Year Payment Amount 22 23 24 25 26 27 28 29 30 31 32 33 14 36 34 15 37 35 16 38 39 40 A 41 42 ~~~~~~ ON OG FW NOONGAWNIO 43 12 45 18 19 20 22 23 24 B 25 Nominal Rate r(m) Compounding m Effective Ann. Rate i Option A (lump sum) amount Option B (annual) amount Number of years Annuity imm. (1) or due (0) $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $1,125,000.00 $0.00 C PV factor D 3.000% 2 3.02% i= (1 + i(m)/m)^m-1 $15,000,000.00 $1,125,000.00 25 0 E 1.00000 $1,125,000.00 0.97066 $1,091,994.47 0.94218 $1,059,957.26 0.91454 $1,028,859.97 0.88771 $998,675.01 0.86167 $969,375.64 0.83639 $940,935.85 0.81185 $913,330.44 0.78803 $886,534.92 0.76491 $860,525.53 0.74247 $835,279.22 0.72069 $810,773.59 0.69954 $786,986.91 0.67902 $763,898.09 0.65910 $741,486.66 0.63976 $719,732.73 0.62099 $698,617.03 0.60277 $678,120.83 0.58509 $658,225.95 0.56792 $638,914.75 0.55126 $620,170.11 0.53509 $601,975.41 0.51939 $584,314.50 0.50415 $567,171.73 0.48936 $550,531.91 0.47500 $0.00 LL Total PV(Payments) $20,131,388.51 Total FV(Payments) $41,138,055.36 PV(Payment) FV factor FV(Payment) 2.04348 $2,298,913.08 1.98353 $2,231,466.99 1.92533 $2,165,999.65 1.86885 $2,102,453.00 1.81402 $2,040,770.71 1.76080 $1,980,898.07 1.70914 $1,922,781.98 1.65900 $1,866,370.92 1.61032 $1,811,614.86 1.56308 $1,758,465.25 1.51722 $1,706,874.95 1.47271 $1,656,798.23 1.42950 $1,608,190.66 1.38756 $1,561,009.16 1.34686 $1,515,211.88 1.30734 $1,470,758.22 1.26899 $1,427,608.74 1.23176 $1,385,725.20 1.19562 $1,345,070.44 1.16054 $1,305,608.43 1.12649 $1,267,304.16 1.09344 $1,230,123.67 1.06136 $1,194,033.99 1.03023 $1,159,003.13 1.00000 $1,125,000.00 0.97066 $0.00 F G PV(t =0) FV(t =n-1) Diff: A - B H Option A: $15,000,000.00 $30,652,174.34 -$5,131,388.51 Option B: J $20,131,388.51 $41,138,055.36 -$10,485,881.02 K Grading a) 2 marks b) 2 marks c) 2 marks d) 4 marks

%24 What is the present value of a $1,000 payment made in five years when the discount rate is 10 percent? (Do not round Intermedlate calculatlons. Round your enswer to 2 declmal places.) Present value र् ( Prev 37 of 40 Next > ype here to search DELL F2 F4 F5 F7 F8 F11 F12 KA #3 V %

Use the NPV method to determine whether Root Products should invest in the following projects: • Project A: Costs $275,000 and offers eight annual net cash inflows of $53,000. Root Products requires an annual return of 12% on investments of this nature. Project B: Costs $380,000 and offers 9 annual net cash inflows of $74,000. Root Products demands an annual return of 10% on investments of this nature. E(Click the icon to view Present Value of $1 table.) E (Click the icon to view Present Value of Ordinary Annuity of $1 table.) Read the requirements. Requirement 1. What is the NPV of each project? Assume neither project has a residual value. Round to two decimal places. (Enter any factor amounts to three decimal places, X.XXX. Use parentheses or a minus sign for a negative net present value.) Caclulate the NPV (net present value) of each project. Begin by calculating the NPV of Project A. Project A: Net Cash Annuity PV Factor Present Years Inflow (i=12%, n=8) Value 1-8 Present value of…

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VitalSource Account Center: Use X chapter05/4/2/28/6/40/2/2/4 G Sign in - Google Accounts Determine the future value of the following single amounts: 1234 Invested Amount $15.000 20,000 30,000 50,000 Interest Rate 6% 8 12 4 No. of Periods 12 ខសង 10 20 12 QA Aug 13, 2023, 12:15 PM

F16 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 1 2 Loan Amount 3 Annual Interest Rate 4 #times per year interest accrued 5 Periodic Rate 6 Term (years) 7 #payments per year 8 Number of payments 9 Balloon (balance after final payment) 10 Points paid at origination to get loan 11 12 32 33 34 35 36 37 38 39 40 DA Home Insert Cut Copy Format 41 42 Paste 43 44 ▾ Ready Sheet1 ✓ fx A Page Layout Calibri (Body) ▼ 11 BIU Sheet2 ▼ Formulas + B $1,000,000.00 7.66% 12 0.64% 30 12 360 Data A- A ▾ C Review View $0.00 AKA "Fully Amortizing" 1.50% t D 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 22 EE E Wrap Text + Merge & Center ▾ Balance in (t): B_(t) $1,000,000.00 F X Project Custom Interest in (t+1): (i/m)*B_t $6,383.33 % % > G +.0 .00 Payment in (t+1) $7,102.03 .00 ➡.0 Conditional Format Formatting as Table H Balance in (t+1): B_(t+1) $999,281.30 $0.00 I Cell Styles J H Insert X H Delete K Format Principal paid in (t+1)(=PMT-INT) 圓 Q Search…

Allegience Insurance Company's management is considering an advertising program that would require an initial expenditure of $172,120 and bring in additional sales over the next five years. The projected additional sales revenue in year 1 is $79,000, with associated expenses of $27,000. The additional sales revenue and expenses from the advertising program are projected to increase by 10 percent each year. Allegience's tax rate is 30 percent. (Hint: The $172,120 advertising cost is an expense.) Use Appendix A for your reference. (Use appropriate factor(s) from the tables provided.) Required: 1. Compute the payback period for the advertising program. 2. Calculate the advertising program's net present value, assuming an after-tax hurdle rate of 10 percent. (Round your intermediate calculations and final answer to the nearest whole dollar.) 1. Payback period 2. Net present value years

Hi,  Can you please help with E21.10? Please show how to get the numbers , thank you.

P16-2   P16–2 Cost of giving up early payment discounts Determine the cost of giving up the dis-count under each of the following terms of sale. (Note: Assume a 365-day year.) a. 2/10 net 30?