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NEW QUESTION: 1
How do you maintain a service catalog after you have released it?
A. You delete the current catalog and create a new catalog
B. You update the structure of the current catalog
C. You change the usage of the current catalog
D. You create a new version of the current catalog
Answer: D
NEW QUESTION: 2
A. Option A
B. Option B
C. Option D
D. Option C
E. Option E
Answer: D
Explanation:
Answer C is only answer that makes sense. IP routing does not need to be enabled on PC's, this is a router function. We can see from the output that the PC and default gateway are on the same subnet. DHCP has not been enabled on this PC so it has been configured with a static address so reaching the DHCP server is not the issue. Finally, NAT must be configured correctly or the other users in the department would also be having issues.
NEW QUESTION: 3
A fund manager holds the following bond positions in a client portfolio:
a. A long position worth $100m in a bond with a modified duration of 7.5 b. A short position worth $65m in a bond with a modified duration of 12 c. A long position worth $120m in a bond with a modified duration of 6 What is the impact of a 10 basis point increase in interest rates across the yield curve?
A. A loss of $690,000
B. A gain of $69,000
C. A loss of $24,225
D. A gain of $24,225
Answer: A
Explanation:
Explanation
We need to calculate the total dollar duration of the bond portfolio, which is =100*7.5 - 65*12 + 120*6 =
$690m. This means a 10 basis point change in interest rates changes the value of the portfolio by
$690m*10bps = $0.69m, or $690,000. Therefore Choice 'b' is the correct answer.
[Here is an alternate step-by-step way of thinking about it. Let us consider changes to each position separately.a. A long position worth $100m in a bond with a modified duration of 7.5A 1% increase reduces the value of the bond by 7.5%. Therefore a 10bps = 0.1% change in interest rates will change the position by
0.75% = $100m*0.75% = $750,000 decrease.b. A short position worth $65m in a bond with a modified duration of 12A 1% increase increases the value of the position by 12% (remember this is a short position).
Therefore a 10bps = 0.1% change in interest rates will change the position by 1.2% = $65m*1.2% = $780,000 increase.c. A long position worth $120m in a bond with a modified duration of 6A 1% increase reduces the value of the bond by 6%. Therefore a 10bps = 0.1% change in interest rates will change the position by 0.6% =
$120m*0.6% = $720,000 decrease.The net change in the value of the porfolio is therefore:-750,000 + 780,000
- 720,000 = $690,000]
[Here is an alternate step-by-step way of thinking about it. Let us consider changes to each position separately.
a. A long position worth $100m in a bond with a modified duration of 7.5 A 1% increase reduces the value of the bond by 7.5%. Therefore a 10bps = 0.1% change in interest rates will change the position by 0.75% = $100m*0.75% = $750,000 decrease.
b. A short position worth $65m in a bond with a modified duration of 12 A 1% increase increases the value of the position by 12% (remember this is a short position). Therefore a
10bps = 0.1% change in interest rates will change the position by 1.2% = $65m*1.2% = $780,000 increase.
c. A long position worth $120m in a bond with a modified duration of 6
A 1% increase reduces the value of the bond by 6%. Therefore a 10bps = 0.1% change in interest rates will change the position by 0.6% = $120m*0.6% = $720,000 decrease.
The net change in the value of the porfolio is therefore:
-750,000 + 780,000 - 720,000 = $690,000]