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| Section | Weight | Objectives |
|---|---|---|
| Reporting and Dashboards | 14% | - Matrix reports and visualizations - OfficeConnect integration - Dashboard design and configuration |
| Adaptive Planning Fundamentals | 8% | - Core concepts and system structure - Platform navigation and architecture |
| Model Building and Configuration | 20% | - Account types and configuration - Model structure and design best practices - Dimensions, levels and attributes |
| Security and Administration | 7% | - Roles and access control - Workflow and process tracker |
| Specialized Planning | 8% | - Sales Planning - Workforce Planning - Scenario planning and forecasting |
| Formulas and Calculations | 16% | - Built-in functions and operators - Advanced formula logic |
| Sheets and Versions | 18% | - Version management, locking and seeding - Standard, modeled and cube sheets - Time strata and rollup settings |
| Data Integration and Management | 9% | - Workday Data Source (WDS) - Data import/export methods - Integration framework |
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NEW QUESTION # 17
You are building a Headcount cube sheet for a manufacturing company. Plant managers input headcounts across dozens of levels and multiple job profile dimension values for each month. Job profile salaries are standardized and global for an entire year. What design for assumptions would have minimal inputs and segregated security?
Answer: A
Explanation:
The optimal design for this scenario is a separate cube sheet configured with the Job Profile dimension, where salaries are entered once at the Top Level (eliminating level-by-level duplication) at the Year time stratum (since salaries are standardized annually). This architecture achieves minimal inputs by requiring HR managers to enter each job profile salary only once per year at the top level, which is then referenced universally across all levels. Segregated security is achieved by controlling access to this separate salary assumption sheet independently from the plant managers' headcount input sheet - plant managers only access the headcount cube sheet while HR managers exclusively access the salary cube sheet. Combining salary and headcount input on the same sheet (Option A) eliminates security segregation. A Personnel sheet with calculated averages (Option B) adds complexity without addressing input minimization. Assumption accounts per job profile (Option D) would require separate accounts for potentially dozens of job profiles, creating an unmaintainable account structure. Reference: Workday Adaptive Planning - Cube Sheet Design, Top Level Entry, Year Stratum, Security Architecture.
NEW QUESTION # 18
A rollup account called Total Operating Expenses aggregates the balance of the child accounts called Salaries and Rent. If the Rent account is removed from the Adaptive Planning model, what will be the immediate impact on the formula and data?
Answer: D
Explanation:
In Workday Adaptive Planning, when an account is deleted from the model, all associated formulas and data stored in that account are permanently and irreversibly deleted across all versions and all levels. There is no automatic transfer, reassignment, or archiving mechanism. The system does not migrate data to sibling accounts or parent rollups upon deletion. This is a critical and irreversible action - once the Rent account is removed, its historical actuals, plan data, and any formulas are permanently lost from the model. This behavior underscores the importance of data backup and version control before performing structural changes. Administrators should export or archive data before deleting accounts. The rollup account Total Operating Expenses will continue to function but will now only aggregate the remaining child, Salaries. Any reports or dashboards referencing the deleted Rent account will return errors or blank values. Reference: Workday Adaptive Planning - Account Management, Account Deletion Behavior, Model Maintenance Best Practices.
NEW QUESTION # 19
A financial analyst needs to estimate a telephone account by taking last year's value for the same period (for seasonality) and incorporating the next year's projected global inflation rate. What formula should the analyst use?
Answer: C
Explanation:
The requirement specifies two components: (1) use the same period from last year to capture seasonality, and (2) apply the projected inflation rate for growth. The formula ACCT.Telephone[time=this-12]*(1+ASSUM.Global_Inflation_Rate) precisely implements this: [time=this-12] shifts back exactly 12 months to retrieve the same calendar period from the prior year, preserving seasonal patterns in telephone expenses. Multiplying by (1+ASSUM.Global_Inflation_Rate) applies the inflation uplift factor - the '1+' construct is the standard growth formula that maintains the base value and adds the inflationary increase. Option A uses the same time modifier but references a sales commission assumption, not the global inflation rate. Option B divides the current account by 12 and applies the rate as a multiplier, which does not reflect seasonal prior-year data. Option C references the current period's value without any prior-year time shift, ignoring seasonality entirely. The combination of [time=this-12] and the (1+rate) growth multiplier is a foundational Adaptive Planning formula pattern. Reference: Workday Adaptive Planning - Time Modifiers, Seasonality Formulas, Inflation Calculations.
NEW QUESTION # 20
You are building a Sales cube sheet that plans by Product dimension. It references another cube sheet for assumption values by Product. You write a formula: ACCT.Sales.Units * ACCT.Lookups.Rate[Level=TopLevel(-)]. When you test the formula, your results are significantly higher than expected. What is the corrected formula?
Answer: B
Explanation:
The issue in the original formula is that ACCT.Lookups.Rate[Level=TopLevel(-)] retrieves the rate for all Product dimension values aggregated at the top level, rather than the rate specific to each individual Product dimension value being calculated. When the rate reference does not specify the Product dimension modifier, it pulls the aggregate (summed or unfiltered) rate value, resulting in inflated multiplication results. The corrected formula ACCT.Sales.Units * ACCT.Lookups.Rate[Level=TopLevel(-), Product=this] adds the 'Product=this' modifier, which instructs Adaptive Planning to look up the rate for the same Product dimension value as the current row being calculated. The 'this' keyword is a dynamic reference that matches the current dimension context. Level=TopLevel(-) correctly retrieves the globally-entered assumption rate (entered once at the top level), while Product=this ensures the rate corresponds to the specific product being evaluated. Without the Product=this modifier, the formula aggregates across all product rates, causing inflated results. Reference: Workday Adaptive Planning - Cube Sheet Formulas, Dimension Modifiers, 'this' Keyword, Level Modifiers.
NEW QUESTION # 21
What feature enables you to allocate values from a year column into months on a standard sheet?
Answer: B
Explanation:
In Workday Adaptive Planning, Breakback is the feature that enables users to enter a value at a higher time stratum (such as a year column) and have the system automatically distribute that value proportionally across the lower-level time periods (months) within that year. When a user enters a value in the annual total column and triggers Breakback, Adaptive Planning allocates the annual amount to the individual months based on a defined distribution method - such as equal distribution, weighted by existing values, or following a seasonal pattern. This is the reverse of the standard bottom-up aggregation (where monthly values roll up to the year). Splits is used to distribute values across dimension values or account line items, not time periods. Copy Forward replicates values from one period to subsequent periods. Adjust applies a percentage or absolute change to existing values. Breakback is the specific, official term for top-down time period allocation in Adaptive Planning. Reference: Workday Adaptive Planning - Breakback, Standard Sheet Data Entry, Time Period Allocation.
NEW QUESTION # 22
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