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IBM Algo One Fundamentals Sample Questions:
1. Click the Exhibit button.
You built a model where the reserve is calculated on a sub reserving layer as shown in the exhibit. The realistic layer calls a variable "Reserve_PP: from the reserving layer. When you run the model, Algo Financial Modeler presents you with the following generator error
Reserve_PP: "ReservingLayer is not recognized"
What is the problem?
A) There is no variable called Reserve_PP in the reserving layer.
B) The formula for Reserve_PP in the realistic layer references Reserving Layer instead of Reserving_Layer.
C) The Reserve_PP variable is not a portfolio variable.
D) Reserve_PP in the reserving layer is a step variable rather than a rollback variable.
2. Which statement is true about events?
A) Portfolio variables defined at events can be referred by or from a parent program.
B) A program cannot include multiple events.
C) The formula of a rollback variable can refer to portfolio variables defined at events.
D) Non-portfolio variables can be referenced in the formulae of event variables.
3. Click the Exhibit button.
The exhibit shows a picture of the compare page.
What is meant by the areas highlighted in blue in the Step variables box?
A) A variable or property is common to both the components but has a different formula or value.
B) A variable or property is common to both the components but one appears on a step and the other on an event.
C) A variable or property is common to both the components but is not used in either.
D) A variable or property only appears in one of the components.
4. When active,what does the Algo Security Dual Control functionality ensure?
A) that Pair Programming is enabled
B) that security changes must be made in two places
C) that security changes will have a separate confirmation step
D) that there are a minimum of two Algo User IDs for each role
5. How would you make a model built in Algo Financial Modeler stochastic?
A) Add a stochastic process to a data process.
B) Add a stochastic process to a layer in the model.
C) Add a stochastic process to an assumption set.
D) Add a stochastic process to a module.
Solutions:
| Question # 1 Answer: B | Question # 2 Answer: D | Question # 3 Answer: D | Question # 4 Answer: C | Question # 5 Answer: B |


