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NEW QUESTION: 1
What basic RF math formula should be used as a baseline to convert an RF value in units of dBm into a value of mW?
*Note: "dBm" in the formulas represents the known dBm value
A: 0 dBm = 1 mW
B: mW
C:

D: mW

mW

A. Option B
B. Option D
C. Option A
D. Option C
Answer: C

NEW QUESTION: 2
A scenario is presented in which current variances are seen as typical. Here are the figures:
PV=800, BAC=700, EV=675, AC=750.
A. 0
B. 1
C. 2
D. 3
Answer: D
Explanation:
With the following
Explanation:
EAC = [AC + (BAC - EV) / .9] = 861.11 or 861 rounded down.[#1] In order to get this answer, you have to ADD the remaining budget (BAC - EV) to AC and THEN divide the sum by CPI. But that's contrary to what the parentheses indicate in PMBOK, that is: EAC = AC + ((BAC - EV)/CPI). Now, if you were to obey the order of operation implied in PMBOK, you'd come up with 777.77 or 778 rounded up, which is answer A. So which one is it - 778 or 861?[#2] Actually, even though the formulas have a different meaning based on the context, mathematically they are the same: EAC = BAC / CPI with no variance EAC = AC + ( BAC - EV ) / CPI with variance, based on performance But, CPI = EV / AC, so EAC = AC + ( BAC - EV ) / CPI = AC + BAC / CPI - EV / CPI = AC + BAC / CPI - EV / ( EV / AC ) = AC + BAC / CPI - EV * ( AC / EV ) = AC + BAC / CPI - AC = BAC / CPI
Why does this work? When there is no variance, the CPI should be 1, and the EAC should be the BAC.[#3] Forget about all that and just use BAC / CPI (see derivation below):700 /
0.9 = 778.You are right, the book is wrong.

NEW QUESTION: 3
A report author creates the following filter in a report:
[Region] in ('Americas','Asia Pacific')
Which type of filter was created?
A. Combined
B. Custom based on data item
C. Advanced
D. Parameterized
Answer: D