Alt | Construction Cost | Annual Benefits(1) | Cummulative PVF adjusted for inflation | PV of Annual Benefits(2) | Net Benefit(2-1) | Feasibility |
(Intial Out Lay) | ||||||
A | 105000.00 | 40000.00 | 3.9290 | 157160.00 | 52160 | Yes |
B | 230000.00 | 52000.00 | 4.5381 | 235981.20 | 5981.2 | Yes |
C | 350000.00 | 64000.00 | 5.0989 | 326329.60 | -23670.4 | No |
D | 600000.00 | 100000.00 | 5.6152 | 561520.00 | -38480 | No |
If Net Benefit is positive it is feasible to invest otherwise not so if we consider only B/C then it advisable to invest in B since it is giving positive Net benefit |
4. Compare the following altemtives given a market rate of 3.45% per year and an inflation...
Compare the following alterntives given a market rate of 5.45% per year and an inflation rate of 3% per year. Use first the B/C method to determine feasibility and then the incremental B/C method to determine the oprimum level of investment. Alt Construction Cost $ Annual Benefits $/yr Life yrs A 105,000 40,000 5 B 230,000 52,000 6 C 350,000 64,000 7 D 600,000 100,000 8
Compare the following alterntives given a market rate of 5.45% per year and an inflation rate of 3% per year. Use first the B/C method to determine feasibility and then the incremental B/C method to determine the oprimum level of investment. Alt Construction Cost $ Annual Benefits $/yr Life yrs A 105,000 40,000 5 B 230,000 52,000 6 C 350,000 64,000 7 D 600,000 100,000 8
4. After checking the feasibility of each alternative below, compare them using the Incremental IRR method to decide which one is best. MARR=10%. Suggestion: Use the NEUA-0 defintion of the IRR. Alt А Cosntruction cost s 50000 75000 95000 Annual benefits S/yr | Life yrs 15000 18000 20000
Compare the following 2 alternatives using the Net Present Worth (NPS) method – rate is 3% per year. Draw all cash flow diagrams. Please show work using a formula. Alt. Construction Cost ($) Benefit ($/yr.) Service Life (yrs.) A 380,000 200,000 7 B 450,000 220,000 7
5. Compare the following two alternatives by the IRR method, given MARR of 8%/year. Is the incement in cost form A to B justified? Alt. Construction cost | Benefits Styr | Salvage Service Life (yrs 510,000 145,000 10,000 775,000 155,000 20,000
The rate is 2.75%
5. Copmare the following 2 altrernatives using the Net Equivalent Uniform Annual method Alt. Construction cost $ Benefit ($/yr) Salvage $ Service Life (yrs) A 1,500,000 400,000 40,000 9 B 2,300,000 550,000 80,000 18
7. An investor buys some land for $40,000 and sells it 12 years later for $115,000. at the time of sale was 26%. Inflation during this time was 4% per year. growth rate of return for this investment? (10 points) The tax rate for gains What is the annual real You have a new job as an engineer and would like to buy a condominium in 4 years. real estate listings for the city where you live and condos similar...
4. Apply incremental conventional B/C analysis at an interest rate of 8% per year to determine which alternative should be selected. Use a 20-year study period, and assume the damage costs might occur in year 6 of the study period. Alternative A 600,000 50,000 Alternative B Initial cost, S Annual M&O 800,000 70,000 costs, S/year Potential damage 950,000 250,000 costs, $ [Ans. Inc. B/C 1.11]
I DO RATE. PLEASE ANWSER EVERYTHING CORRECT AND ORGANIZED SOLE
RVEYTHING BY HAND NO SOFTWARE THANK YOU
BONUS QUESTIONS 5a) A manufacturer of braided steel tire rubber molding equipment for automotive tire rubber fabrication in considering purchase either a semi-automatic or fully automatic system. The estima for each are as follows: Semi-Automatic Fully Automatic First Cost Annual Disbursement Annual Benefits Salvage Value Life $160,000 $ 3.000 $ 70,000 S 11,000 8 yrs $200,000 $ 6,000 $100,000 S 20,000 4 yrs...
h) If the total tax rate is 40% and the company requires an interest rate of 15%, calculate the 2020 NPV calculated through year 2042 for Process B (Disregard salvage value of plant(s) in 2042). i) Generate a plot of NPV vs required interest rate (range from 0% to 40%) calculated through year 2042 for Process B and overlay that plot against the one you made for Process A in step e. j) Which of these two processes would you...