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NEW QUESTION: 1
You need to create the calculation for SalespersonName.
What should you do? (Each correct answer presents a complete solution. Choose all that apply.)
A. Configure the Sales Reporting model's Salesperson table properties to be based on a query.
Define a derived column in the query.
B. Create a computed column in the data warehouse's DimSalesperson table. Include the column in the Sales Reporting model's Salesperson table.
C. Add a calculated column to the Sales Reporting model's Salesperson table by using the Data Analysis Expressions (DAX) language ADDCOLUMNS function.
D. Create a view in the data warehouse that defines a derived column based on the DimSalesperson table. Base the Sales Reporting model's Salesperson table on the view. Include the column in the Sales Reporting model's Salesperson table.
E. Add a calculated column to the Sales Reporting model's Salesperson table by using the Data Analysis Expressions (DAX) language CONCATENATE function.
F. Modify the data warehouse's DimSalesperson table and add a new column. Use an UPDATE statement to populate the new column with values. Update the SSIS package developed to populate the data warehouse's DimSalesperson table to use a Derived Column transformation to produce the calculation.
Answer: D,F

NEW QUESTION: 2
標準アクセスリストに関する説明は正しいですか?
A. ワイルドカードマスクまたはサブネットマスクを使用してホストを識別できます
B. 1から99までの数字で識別できます
C. トラフィックのソースの近くに配置する必要があります
D. すべてのトラフィックを許可する暗黙的な許可ステートメントが最後にあります
Answer: B

NEW QUESTION: 3
Which estimating technique uses the actual costs of previous similar projects as a basis for estimating the costs of the current project?
A. Parametric
B. Analogous
C. Bottom-up
D. Top-down
Answer: B

NEW QUESTION: 4
SIMULATION
On a coordinate plane, a vertical line is drawn through the point (−3,4). On the same plane, a horizontal line is drawn through the point (2,−1). At what point on the plane will the two lines intersect?

Answer:
Explanation:
(-3, -1)
Explanation/Reference:
Explanation:
The vertical line is parallel to the y-axis, and all of its points have the x-coordinate −3. The horizontal line is parallel to the x-axis, and all of its points have the y-coordinate −1. Therefore, the coordinates are −3 and
−1.