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(5pts) If PW(A) > PW(B) > $0, then IRR(A) > IRR(B) > MARR. |
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False
The selected statement is partially correct in some cases.
There are cases when PW (A) > PW(B) > $0 but IRR(A) < IRR(B) > MARR. Please find the below example of these scenario

(5pts) If PW(A) > PW(B) > $0, then IRR(A) > IRR(B) > MARR. Answers: True False...
pw aw
EOY MARR = PW = AW = FW = IRR = ERR = 0.12 $68,958.38 $12,204.54 $214,174.27 34.22% 22.14% CF -$50,000 $15,084 $15,084 $15,084 $15,084 $15,084 $30,000 $30,000 $30,000 $30,000 $40,000
For the below ME alternatives, which machine should be selected based on the PW analysis. MARR=10%.Machine AMachine BMachine CFirst cost, $ 15000 30000 10,360Annual cost, $/year 8,320 6,000 4,000Salvage value, $ 4,000 5,000 1,000Life, years 362Answer the below questions :C- PW for machine C =
True or False, explain your answers (d) (5pts) For two random variables X and Y suppose E[XY ] = 6 and E[X] = −2. Then we have E[Y ] = −3 if X and Y are negatively correlated. (T, F)
Using the incremental B-C analysis, B-C ratio with PW and a MARR of 10%, choose the best alternative from the following three mutually exclusive alternatives given below. State your assumptions. Option B Option C Option A $30000 $50000 $70000 5 10 15 Initial investment Life in years Salvage value Annual benefits 0 0 $2000 $8000 $8000 $8000
True or False: The "going-in IRR" is the investment's actual yield, while the realized IRR is the investment's expected yield.
NPV can be negative if the IRR is positive. Group of answer choices True False
Answer true or false to the following statements. Justify your answer. [5pts per question (a) If X ~ Y, then PX = y = 1. (b) If E(X) = 0, then E(ex)2 i. (c) E(X-E(X)) E(X)] = 0. (d) E(X- E(X)) X]<0 (g) If X ~Unif[0.2], and Y = 1X E (5,1)], then Var(Y) = 3/16. (h) Let Fxy denote the cdf of the random vector (X, Y) and Fx the marginal cdf of X Then, or any s1 >...
The IRR assumes that cash flows are reinvested at the cost of capital. True False
1. Which alternative of the three alternatives below should be selected if the MARR = 6%? Use the following to compare projects: PW analysis B/C ratio for each project Incremental B/C ratio assessment IRR for each project over its respective service life Incremental IRR using the same (a common) number of years for each project Are any of the projects acceptable? Are any not acceptable? Which project would you recommend and why? Alternatives: A B C First Cost $800 $300 ...
Which alternative of the three alternatives below should be selected if the MARR = 6%? Use the following to compare projects: a. PW analysis b. B/C ratio for each project c. Incremental B/C ratio assessment (define Defender and Challenger in each analysis) d. IRR for each project over its respective service life e. Incremental IRR using the same (a common) number of years for each project Are any of the projects acceptable? Are any not acceptable? Which project would you...