Part1. Determine de Present Worth and viability of the accompaying geometric sequence of cash flows.
Use: i = 12%
A8 = $3,000 in the fourth year
From year 5 to 15 increase by f= 8%
Part 2. For the following cash flow compute: (Determine viability)
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Part1. Determine de Present Worth and viability of the accompaying geometric sequence of cash flows. Use:...
3. Determine the present worth of a maintenance contract that has a cost of $50,000 in year 1 and annual increases of 8% per year for 10 years. Use an interest rate of 8% per year. (10 points) Pg=. 2 - 8v. Sop VVVV. 72 70 Now $s < 4. The equivalent present worth of a geometric gradient series of cash flows for 10 years was found to be $19,776. If the interest rate was 15% per year and the...
For the cash flows shown below, determine the present worth & the equivalent uniform worth in years 1 through 5 at an interest rate of 18% per year compounded monthly. Draw the cash flow diagram as well. (6+ 2 + 2 pts) Year 0 1 2 3 4 5 Cash Flows, S 0 200,000 0 350,000 0 400,000
Determine the present worth of a geometric gradient series 00.000 in year and increases of 6% each year throw interest rate is 10€ per year. = 50000 (1-(0.74378) ·50 000 a series with a cash flow /1+0.06 ) 0.1 -0.06 - gi 1 + 0.1 ugh year 8. The [15 marks] 3
2. For the cash flows shown below, determine the total equivalent present worth & the equivalent annual worth in years 1 through 5. The interest rates specified are 10% for the years 1-3 and 12% for years 4 & 5. Draw the cash flow diagram as well. (Hint: Please note the different interest rates specified for different years] (4 + 2 + 2 pts) Year 0 1 2 3 4 5 Cash Flows, S 0 2000 2000 2000 4000 4000
6. For the cash flows described, determine the value of G that makes the present worth in year o equal to $14,000. Use the proper cash-flow series in your calculations (i.e., do not translate the dollar amounts one-by-one). The interest rate is 10%. Cash flows: nothing in year 0; $8000 in year 1; $8000-G in year 2; $8000-2G in year 3; $8000-3G in year 4.
Compute the net present worth (NPW) of the cash flows described in table below for investment being considered by MGM Industries in Georgia. MARR =6% Question 2 10 pts Compute the net present worth (NPW) of the cash flows described in table below for investment being considered by MGM Industries in Georgia. MARR-6% Year 1-10 11-15 16-25 26-30 Cash Flow -$200K10K 20K 5K 30K
engineering economy: 2. Consider the end-of-year geometric sequence of cash flow in Fig. 1 and determine the PW and AW equivalent values. The rate of decrease is 20% per year after the first year, and the interest rate is 12% compounded monthly. (15%) 1000 10000.8) 10000.8) 1000(0.8) 2 4 End of Year 4 End o Fig. 1 2. Consider the end-of-year geometric sequence of cash flow in Fig. 1 and determine the PW and AW equivalent values. The rate of...
Problem 04.062 Varying Interest Rates For the cash flows shown, determine the future worth in year 5. Year Cash Flow($/year) 0 5000 1-4 6000 51 9000 Estimated i Per Year 8% 8% 16% The future worth in 5 years is $ 93765.956 Ⓡ.
Calculate the present worth of a 25-year geometric cash flow progression, where the cash flow value increases at a rate of 4% per year. Assume the value in the first year is $2,500 and the hurdle rate is 10% per year. Express your answer in terms of dollars, rounded to the nearest dollar (e.g., 1234).
5.8) Compute the present value, P, for the following cash flows. 3000 2000 1000 8 i 129 Use a geometric gradient formula to compute the Present value. P. for the following cash flows. 266.20 159 5 24