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NEW QUESTION: 1
Nurses plays a vital role in the healthcare profession.
A. Capitalization
B. Grammar
C. Spelling
D. Punctuation
Answer: B
Explanation:
Explanation/Reference:
Explanation:
NEW QUESTION: 2
Which benefit does SiRT provide for SRDF/S over Fibre Channel solutions?
A. Utilization of long distance links is improved.
B. Higher data compression ratio can be achieved.
C. Jitter is significantly reduced.
D. Latency is equivalent to one round trip.
Answer: D
NEW QUESTION: 3
Sie haben Aufbewahrungsrichtlinien in Microsoft 365, wie in der folgenden Tabelle gezeigt.
Policy1 ist wie in der Policy1-Ausstellung gezeigt konfiguriert. (Klicken Sie auf die Registerkarte Policy1.) Policy1
Policy1 ist wie in der Policy2-Ausstellung gezeigt konfiguriert. (Drücke den
Policy2
Wählen Sie für jede der folgenden Anweisungen Ja aus, wenn die Anweisung wahr ist. Andernfalls wählen Sie Nein.
HINWEIS: Jede richtige Auswahl ist einen Punkt wert.
Answer:
Explanation:
Explanation
References:
https://docs.microsoft.com/en-us/office365/securitycompliance/retention-policies#the-principles-of-retention-or-
NEW QUESTION: 4
How will the Macaulay duration of a 10 year coupon bearing bond change if 10 year zero rates stay the same but the yield curve changes from being flat to upward sloping?
A. Will decrease
B. Cannot say without more information
C. Will increase
D. Will be unaffected
Answer: A
Explanation:
Explanation
Since the 10 year rate has stayed the same, but the curve has gone from being flat to upward sloping, it means the shorter term interest rates have gone down. Recall that Macaulay duration is the PV of the payments received on a bond over its life weighted by the year each payment is received in. Also remember that a bond's current price is nothing but the summation of the different PVs of its various payments. It effectively gives the real average life of the bond - for example if a hypothetical (and impossible) bond derives half of its value from a payment today and the other half from a payment in 10 years, the investor can look at the average as being 5 years (0*50% + 10*50%). That is what is what we are calculating when deriving Macaulay duration.
In this case, a reduction in the near term interest rates increases the PV of the payments received prior to the payment at 10 years. This increases the value of the bond, and also increases the weightage of the earlier payments, decreasing the Macaulay duration (by shifting it closer to now and further behind from the maturity date).
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