Contemporary Engineering Economics (6th Edition)
Contemporary Engineering Economics (6th Edition)
6th Edition
ISBN: 9780134105598
Author: Chan S. Park
Publisher: PEARSON
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Chapter 5, Problem 48P

(a):

To determine

Assumption for comparing projects.

(b):

To determine

Calculate the present worth.

(c):

To determine

Calculate the salvage value.

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Consider the cashflow (n = 10 years, MARR = e = 14%) Cash Flow A Investment P 180,000 Revenues P 350,000 per year Expenses P 400,000 per year for the first 3 years, decreasing by P 50,000 per year thereafter a. Determine the Annual Worth (AW) of each project. b. Determine the Internal Rate of Return (IRR) of each project. c. Determine the External Rate of Return (ERR) of each project. Salvage Value P 40,000
Ali is a Planning engineer considered the following three mutually exclusive investment projects (A, B, and C) at PTUK. He summarized the relevant data provided for these projects as; for project A, the initial investment is -200 , annual return is 22 and the salvage value is 200. For project B, the initial investment is -4000, salvage value is 2600 and the annual return is 620. For project C, the initial investment is -5450, annual retum is 740 and salvage value is 4300. The useful life for these projects is similar which is 5 years, and MARR=10% . Which alternatives are feasible based on their ROR.
Consider the following two mutually exclusive projects being considered by an agency. The agency's MARR is 4% per year and the projects have a service life of 5 years. Answer the following questions. Project 1 $14,600 $3,901 Present Worth (PW) $2,767 Initial cost Annual revenues b. Calculate the IRR of each alternative (use the trial-and-error method) The IRR of Project 1 is% (Round to the nearest one decimal place) The IRR of Project 2 is % (Round to the nearest one decimal place) Project 2 $22,100 $5,638 $2,999 c. Perform the incremental IRR analysis to determine the project that is more economical: Incremental IRR =% (Round to the nearest one decimal place);
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