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NEW QUESTION: 1
DRAG DROP
You add a site column for an Enterprise Content Management (ECM) project by using the Site Column Designer in Visual Studio 2012.
What will the designer-generated XML look like? (To answer, drag the appropriate XML elements to the correct location or locations in the answer area. Each XML element may be used once, more than once, or not at all. You may need to drag the split bar between panes or scroll to view content.) Select and Place:

Answer:
Explanation:

Explanation/Reference:
Example: A simple content type defined in a feature element, together with its site columns
<?xml version="1.0" encoding="utf-8"?>
<Elements xmlns="http://schemas.microsoft.com/sharepoint/">
<!-- Site Columns used by the Content Type -->
<Field
ID="{C7792AD6-F2F3-4f2d-A7E5-75D5A8206FD9}"
Name="DevLeapContactID"
StaticName="DevLeapContactID"
DisplayName="Contact ID"
Type="Text"
Group="DevLeap Columns"
Sortable="TRUE">
</Field>
</Elements>
Reference: Microsoft SharePoint 2013 Developer Reference: Data Provisioning

NEW QUESTION: 2
The profit-sharing plan of Company ABC requires the company pay a specified proportion of its profit for the year to employees who serve throughout the year. If no employees leave during the year, the total profit-sharing payments for the year will be 3% of profit. The company estimates that staff turnover will reduce the payments to 2.5% of profit. What does Company ABC recognize as a liability and an expense?
A. 5.5% of profit
B. 2.5% of profit
C. 3% of profit
D. 0.5% of profit
Answer: B
Explanation:
Explanation/Reference:

NEW QUESTION: 3
MBIA, Inc., a municipal bond insuring company, has a bond issue that is selling for $80.05 per $100 of par.
The bond has a coupon rate of 7%, with semiannual payments, and matures in 2025. The current yield on this bond is:
A. 7.000%.
B. 9.550%.
C. 8.745%.
D. none of the above
Answer: C
Explanation:
Explanation/Reference:
Explanation: The current yield on this MBIA bond is 8.745%. The current yield is the annual interest payment of $7 per $100 of par divided by the bond price of $80.05: $7/$80.05 = 8.745%.