1) Solution: Option-2 should be selected
Working:
PW(1) = -$100,000 - $80,000 (P/F,8%,5) + $20,000 (P/F,8%,10) + $28,000 (P/A,8%,10) = $42,699
PW(2) = -$150,000 + $30,000 (P/A,8%,10) = 51,303
Thus Option-2 should be selected
2) Solution: Option-1 should be selected
Working:
PW(1) = -$100,000 - $80,000 (P/F,15%,5) + $20,000 (P/F,15%,10) + $28,000 (P/A,15%,10)
= -$100,000 - $39,774.13882 + $4943.69412 + $140,525.52
= $5695.075
PW(2) = -$150,000 + $30,000 (P/A,15%,10) = $563
Thus Option-1 should be selected
preferred? Assume repel 6-34. Potable water is in short supply in many countries To address this...
roblem 6-34 (algorithmic) EQuestion Hep Potable water is in short supply in many countries. To address this need, two mutually exclusive waler purication systems are being considered for implementation in China Doing nothing is not an option Assume the repeatabiity of cash flows for abernative 1 a Use the PW method to determine which system should be selected when MARR 8% per year b. which system should be selected when MARR 18% per year? l Cick te icon to view...
Potable water is in short supply in many countries. To address
this need, two mutually exclusive water purification systems are
being considered for implementation in China. Doing nothing is not
an option. Assume the repeatability of cash flows for alternative
1.
a. Use the PW method to determine which system should be
selected when MARR = 7% per year.
b. Which system should be selected when MARR = 15% per
year?
a. The PW of system 1 is $_______. (Round...
Please do in Excel
Potable (drinkable) water is in short supply in many countries. To address this need, two mutually exclusive systems to purify water are being considered for implementation in one country by Engineers without Borders. Doing nothing is not an option. Refer to the data below and state your key assumptions in working this problem. Use a MARR of 10%. Capital Investment Annual Revenues Annual Expenses Market Value at End of Life Useful Life $100,000 $48,000 $24,000 $18,000...
Two mutually exclusive water purification systems are being considered for implementation overseas. Refer to the data below: System 1 System 2 Capital investment Annual revenues Annual expenses MV at end of useful life Useful life $100,000 $50,000 $15,000 $20,000 13 years $150,000 $75,000 $20,000 0 26 years If MARR = 30 % per year, determine the present worth (PW) of the most profitable water purification system to use. Use the repeatability assumption. (Enter your answer as a number without the...
Two mutually exclusive design alternatives are being considered for purchase. Doing nothing is also an option. The estimated cash flows for each alternative are given below. The MARR is 10% per year. Using the PW method, which alternative, if either, should be recommended? Capital Investment Annual Revenues Annual Expenses MV at end of useful life Useful Life IRR Alternative 1 $15,000 $8,000 $2,900 $2,000 4 years 17.2% Alternative 2 $23,000 $12,000 S3,000 $800 12 years 38.4%
Please help!!! Engineering Economics class homework!!
attached below are the tables needed!! first picture is
alternative options, second picture is i=9% values, third picture
is i=18% values!!!
Potable water is in short supply in many countries. To address this need, two mutually exclusive water purification systems are being considered for implementation in China. Doing nothing is not an option. Assume the repeatability of cash flows for alternative 1. a. Use the PW method to determine which system should be selected...
6-15. You are the president of AMT Enterprises. You have the opportunity to expand your product line to include a new semi- conductor wafer fabrication line. In order to produce the new wafer, you must invest in a new production process. In addition to doing nothing, two mutually exclusive processes are currently available to produce the wafer. Should you produce this new wafer? In other words, which, if either, of the alternative processes should be chosen? Note: IRR for Alternative...