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IBM Algo One Fundamentals Sample Questions:

1. Which two parameters are required for the generation of Monte Carlo scenariosusing the Algo Scenario Engine? (Choose two.)

A) number of triggers and trigger size
B) a minimum of 365 days of historical data
C) simulation start date
D) an active connection to the Algo database using UDS

2. You have a model with a data layer, a top projection layer, and a sub layer. When the sub layer is called, what will be the portfolio date of that layer?

A) The start date of the projection process
B) The start date of the model
C) The inception date of the first data record
D) The step date of the top projection layer at which the sub layer is called

3. What are two principles upon which the Standard Code is based? (Choose two.)

A) The code focuses on calculation efficiency over clarity.
B) Overtime, additional functionality will be included, building a growing library of content.
C) The code is not designed to be used as a black box, but always to be modified to suit specific circumstances.
D) The code does not require any checking to ensure that it gives the correct results.

4. You are debugging a model that you have built. When you run it, you receive the generator error for Variable Z shown below:
Variable Z: No IIP value can be set for this variable. It is formula could not be used and none of the program is inputs supplied a value.
What are two causes for the error? (Choose two.)

A) Variable Z should be portfolio but has not been initialized properly anywhere.
B) Variable Z is included in an initialization module as well as the data.
C) Variable Z has it's aggregates property set to "Yes" and it should be "No".
D) Variable Z should be a non-portfolio variable but the portfolio property is set to yes.

5. Click the Exhibit button.

Referring to the exhibit, what does the symbol shown on the Algo Financial Modeler toolbar do?

A) It launches the AFM help file.
B) It highlights orphan variables.
C) It applies any changes in the model.
D) It produces a Build Only version of the model.

Solutions: