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NEW QUESTION: 1
This example gets a virtual machine object for the virtual machine named "MyVM" in the "myservice" cloud service, updates the virtual machine object by attaching an existing data disk from the repository using the disk name, and then updates the Azure virtual machine.
C:\PS>Get-AzureVM "myservice" -Name "MyVM" `| Add-AzureDataDisk -Import -DiskName
"MyExistingDisk" -LUN 0 `| Update-AzureVM
NEW QUESTION: 2
The Support team has asked the administrator to create a guided process that allows the rep to use scripted screens to collect the appropriate information.
Which tool should the administrator use?
A. Process Builder
B. Approval Process
C. Workflow Rule
D. Cloud Flow Designer
NEW QUESTION: 3
An investor holds a portfolio of mortage backed securities valued at $100m. Using a Monte Carlo based pricing model, he determines that the value of the portfolio would rise to $102m if interest rates were to fall by
45 basis points, and fall to $97m if interest rates were to rise by 45 basis points. What is the estimated modified duration of the investor's portfolio?
D. None of the above
For fixed income portfolios where standard cash flow discounting models are not available, duration calculations are based upon estimated price moves in response to a change in rates. Recall that we define duration as the percentage change in price expected for a 1% change in yield. In this case, we have three price points known to us:
Line | Price | Yield
a | $102 | r - 45bps
b | $100 | r
c | $ 97 | r + 45bps
(where r is the current yield)
The change in price from line a to line c is $102m - $97m = $5m. We use the middle point, ie $100m, to calculate the percentage change. Therefore the percentage change in price is $5m/$100m = 5%.
The change in yield between lines a and c is 90 basis points [=(r+45bps) - (r-45bps)]. In other words, the change in price is 5% for a 90 bps change in yield. So the duration can be calculated as 5/(90/100) = 5.56. The other answers are incorrect.