2. Compare the following alternatives, using (i) the Net Present Value method . The MARR is 13.32% annual nominal compounded quarterly. Alternative "X" $ 30,000 Alternative "Y" $25,500 24,000 17,000 2,000 Initial Investment Annual revenues Annual expenses Salvage Value Useful life (years) 20,000 12,000 5,000 5
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- Based on the information below, calculate the adjusted present value (APV), given that the project lifespan is 1 year and is being financed by 30% debt: Investment at t=0 € 33,000 Cashflow after yr1 € 39,600 Cost of capital (COC) 53% Cost of debt 43% Tax 33% a) The adjusted present value (APV) is: €-4325.31 b) The adjusted present value (APV) is: €-5307.69 c) The adjusted present value (APV) is: €-7117.65 d) The adjusted present value (APV) is: €-6135.26. Find the investment rate compounded quarterly for a 11,000, 5 1/2% m=4 redeemable at110% at the end of 11 years and quoted price of 99. (Yield or Investment RateWhat is the future value of a lump sum of $18,443 invested for 15 years at 3.2 percent compounded annually? $29,581.97 $348,092.67 $29,786.22 $400,306.57
- The present value of the following cash flow stream is$7,300 when discounted at 8 percent annually. What is the value of the missing cashflow? Year Cash Flow1 $1,5002 ?3 2,7004 2,900Kk201. An asset produces $150 in two years, and $250 in four years, and the current price has been calculated toreflect a rate of return of 9% annually. Using the definition that convexity = second derivative of pricedivided by price, find the convexity of this asset evaluated at the annual yield rate of 9%.Assuming a cost of capital of 5% and that $60,000 is the correct profit estimate each year for the next 10 years, what is the IRR if NPV=463,304 a. 32.0% b. 8.1% c. 21.0% d. 2.8%
- A $90,000 investment is made. Over a 5-year period, a return of $30,000 occurs at the end of the first year. Each successive year yields a return that is $3,000 less than the previous year’s return. If money is worth 5%, use agradient series factor to determine the equivalent present worth for theinvestment.1. two sources of income with equal present valuec C at time 0 provide annual payents in arrears during 10 years. The first product, i.e. Product 1, pays 50,000 - 2,000k, where k is measured in years, and the second product pays a constant annual amount of b. The present vaues are calculated using a force of interest of delta(t) = 0.05 - 0.002t, where t is measured in years. derive a general expression for the pv of each income stream in function of k, C, and b and without integrals.Find teh present value of the streams of cash flows shown in the following table. Assume that the firms opportunity cost is 14% A: Year Cash Flow 1 -$2100 2 2900 3 4000 4 5900 5 8200 B: Year Cash Flow 1 $9000 2-5 $5000/yr 6 $7200 C: Year Cash Flow 1-5 $12000/yr 6-10 $8000/yr The presevent vaule of stream A, B, and C
- An investment of P8.5 M is expected to yield an annual income of P2.8 M. Determine the payout period in years based on the following estimates. Annual depreciation = P1.0 M Operational expenses = P0.6 M Taxes and insurance = P0.2 M Miscellaneous expenses = P50,000 Select one: a. 8.90 years b. 7.12 years c. 4.36 years d. 5.78 yearsEvaluate the following using the present worth comparison method. Use an annual interest rate of 10% and a period of 20 years for both cases. a) An initial cost of $87,000,000 investment with a first-year operation and maintenance (O&M) cost at $2,000,000, increasing by $250,000 annually. The expected revenue in the first year is $6,900,000, increasing by 8% annually. b) An initial cost of $101,000,000 investment with a first-year operation and maintenance (O&M) cost at $2,300,000, increasing by $300,000 annually. The expected revenue in the first year is $8,800,000, increasing by 8% annually. c) Which option is better?Requirements: HOW MUCH IS THE REVALUATION SURPLUS ON THE YEAR OF REVALUATION? HOW MUCH IS THE GAIN OR LOSS IF THE BLDG IS SOLD FOR P8MILLION ONE YEAR AFTER REVALUATION? HOW MUCH IS THE BLANCE OF REVALUATION SURPLUS AFTER THE SALE?