DAA-C01 Exam Dumps - Snowflake SnowPro Advanced Certification Questions and Answers

To predict future values based on historical data, an analyst must determine the mathematical relationship between two variables—typically time (independent variable) and revenue (dependent variable). This is the foundation of linear regression.

The REGR_SLOPE function is a linear regression function that calculates the slope of the "least squares" regression line for non-null pairs in a group. In the context of sales forecasting, the "slope" represents the rate of change in revenue over time. By calculating the slope, an analyst can project that trend forward to estimate what the revenue will be at a future date (the end of the year).

Evaluating the Options:

Option A (CORR) measures the correlation coefficient, which tells you how strongly two variables are related (between -1 and 1), but it does not provide a mathematical formula to predict a specific future value.

Option C (COVAR_SAMP) calculates the sample covariance, which indicates the direction of a linear relationship but not the magnitude or slope required for prediction.

Option D (VARIANCE) is a descriptive statistic that measures data spread (how far numbers are from the mean) and is not used for trend projection or prediction.

Option B is the 100% correct answer. Along with REGR_INTERCEPT, REGR_SLOPE allows the analyst to build the linear equation $y = mx + b$ to perform predictive analytics.

The GENERATOR table function is used in Snowflake to produce a synthetic result set, typically for testing or creating dummy data. However, the GENERATOR function requires at least one of two parameters to be explicitly set to a positive value to produce any rows: ROWCOUNT or TIMELIMIT.

In the provided query, the user has set TIMELIMIT => NULL. In Snowflake's SQL implementation for the GENERATOR function, NULL is treated as a zero or an undefined limit. Furthermore, since the ROWCOUNT parameter is omitted, it defaults to zero. Because neither a positive duration nor a positive row count has been specified, the generator engine has no instruction on how many rows to build.

Evaluating the Results:

Option A is a distractor; while one might think NULL means "no limit" (infinity), the GENERATOR function is designed to be finite and safe.

Option B is incorrect; the number 12 inside the RANDOM(12) function is merely a seed value for the random number generator, ensuring the output is reproducible. It has no impact on the number of rows produced by the FROM clause.

Option C is incorrect; 10 is just a boundary for the UNIFORM function.

Option D is the 100% correct answer. Because the query specifies TIMELIMIT => NULL and fails to provide a ROWCOUNT, Snowflake will execute the query successfully but return a result set containing 0 rows. This is a common "trick" question in the Data Analysis domain to test an analyst's familiarity with table function parameters.

Snowsight, the modern web interface for Snowflake, introduces robust collaboration features through shared worksheets. Understanding the synchronization and versioning logic is critical for the Data Presentation and Data Visualization domain.

When a worksheet is shared with collaborators, Snowflake enables real-time collaboration (Option D). This means that as one user types or modifies SQL code, those changes are immediately visible to all other users who have the worksheet open. This functionality is similar to co-authoring in modern document editors, allowing data teams to debug or develop complex queries synchronously without the need for manual copy-pasting or constant screen sharing.

Furthermore, Snowflake manages the execution history of shared worksheets through a structured versioning system (Option C). If multiple users are interacting with the same worksheet, Snowflake does not overwrite a single "master" state during execution. Instead, every time a user executes the worksheet (or a portion of it), Snowflake creates a new version of the worksheet content associated with that specific run. This ensures that the code used to generate a particular result set is preserved and tied to that specific Query ID in the history.

Evaluating the Options:

Option A is incorrect because while users can see current edits, viewing a full, navigable history of "past versions" is not a standard feature in the same way it is in dedicated version control systems like Git.

Option B is incorrect as worksheet sharing is restricted to users within the same Snowflake account. Sharing across accounts requires the use of Data Shares or Private Listings.

Option E is incorrect because Snowflake preserves the history rather than overwriting it, allowing analysts to audit who ran what code and when.

Options C and D are the 100% correct answers. They define the synchronous and persistent nature of Snowsight collaboration, ensuring that teams can work together effectively while maintaining an immutable trail of executions.

When visualizing "active routes" or the relationship between two categorical dimensions (like a Source and a Destination), the goal is to identify patterns of intensity. A Heat grid (also known as a Heatmap) is the ideal visualization for this scenario.

In a heat grid, one dimension (e.g., Fulfillment Warehouse) is placed on the X-axis, and the other dimension (Destination Warehouse) is placed on the Y-axis. The individual cells at the intersection of these two dimensions are colored based on a metric, such as the total volume of transfers. High-intensity colors (e.g., dark red) immediately draw the analyst's eye to the "most active" routes, while lighter colors represent less frequent transfers.

Evaluating the Options:

Option A (Scatterplot) is used for identifying clusters or correlations between two numeric variables, not categorical locations.

Option B (Scorecard) is a high-level KPI visualization that usually shows a single number (e.g., Total Transfers) and does not provide the multi-dimensional breakdown required to see specific routes.

Option C (Line chart) is designed for time-series data to show trends over time, which would not effectively illustrate the static relationship between two geographic points.

Option D is the 100% correct answer. It provides the best spatial representation of density and activity between discrete origins and destinations, which is a core skill in the Data Presentation and Data Visualization domain.

In Snowsight, managing dashboard layouts requires an understanding of how tiles (queries or visualizations) are stored versus how they are displayed. When an analyst wants to remove a tile from the visible dashboard grid without destroying the underlying query logic or historical configuration, the Unplace action is the correct functional choice.

When a tile is unplaced, it is removed from the dashboard's active layout but remains part of the dashboard's "library" of available content. This is a critical distinction from the Delete action (Option C), which permanently removes the tile and its associated SQL code from the dashboard object. Unplacing allows the analyst to "archive" the work temporarily. Because the tile still technically exists within the dashboard's metadata, any new data added to the underlying tables will still be processed by the query whenever the tile is eventually placed back onto the grid.

Evaluating the Options:

Option A (Show/Hide) is not a standard standalone command for dashboard tile management in Snowsight; visibility is typically managed through placement on the grid.

Option B (Duplicate) creates a second copy of the tile. While this preserves the data, it does not satisfy the requirement to "hide" the current tile; it actually adds more clutter to the dashboard.

Option C (Delete) is incorrect because the prompt specifies that the data and tile will need to be available in the future. Deleting would require the analyst to rewrite the SQL and reconfigure the visualization from scratch.

Option D is the 100% correct answer. Unplacing is the "soft-remove" feature of Snowsight. It preserves the tile in the "Unplaced Tiles" sidebar, allowing for quick restoration at a later date. This feature is essential for analysts who need to manage evolving reporting requirements where certain metrics may only be relevant seasonally or during specific business cycles.

When dealing with massive datasets containing billions of rows, efficiency is paramount. Snowflake provides two primary ways to retrieve a small subset of data: Sampling and Result Set Limiting.

The SAMPLE clause is used to return a subset of rows based on a specific count or percentage. The correct syntax for specifying a fixed number of rows is SAMPLE ( ROWS). This is highly effective for exploratory data analysis where you need to see the shape of the data without the overhead of scanning the entire table. It is important to note that SAMPLE does not guarantee a truly random distribution unless specified, but it is much faster than a full table scan.

The TOP <n> or LIMIT <n> clauses are used to restrict the number of rows returned in the output. The TOP syntax is commonly used in many SQL dialects and is fully supported in Snowflake to return the first "n" rows the query engine encounters. While TOP is often used with an ORDER BY clause to get the highest or lowest values, using it alone on a massive table like FCT_SALES is a standard way to quickly peak at the data.

Evaluating the Options:

Option A is incorrect syntax; the ROWS keyword and parentheses are required for a fixed count.

Option B is Correct; it uses the standard Snowflake SAMPLE syntax for a specific row count.

Option C and Option E are incorrect because ROWS is not a valid keyword within a TOP clause in Snowflake.

Option D is Correct; it uses the standard TOP syntax to limit the result set.

By using these methods, a Data Analyst ensures they are not wasting compute resources (Credits) by pulling billions of unnecessary rows into the UI or a local environment.

In the Snowflake data loading hierarchy, understanding the order of precedence for file format options is critical for troubleshooting and automation. Snowflake allows you to define file format options (such as CSV delimiter, header settings, or compression type) at multiple levels: as a standalone named File Format object, within a Stage definition, or directly inside a COPY INTO statement.

When data is loaded, Snowflake evaluates these definitions based on a specific override logic. The COPY INTO statement sits at the top of this hierarchy. This means that any file format options or named file formats explicitly called out in the COPY INTO command will override any conflicting settings defined at the stage or table level. For example, if a stage is defined to expect comma-separated files, but the COPY INTO command specifies a pipe delimiter, Snowflake will use the pipe delimiter for that specific load operation.

Evaluating the Options:

Options A, B, and C are incorrect because while they provide default behaviors for specific objects or namespaces, they are considered "lower-level" configurations.

Option D is the 100% correct answer. The COPY INTO statement provides the final, explicit instruction to the query engine. This design allows Data Analysts to use general-purpose stages for various file types by simply specifying the unique format requirements at the time of the execution, providing maximum flexibility in the Data Ingestion workflow.

One of the most powerful features of the Snowsight interface for a Data Analyst is the automatic data profiling provided in the results pane. Snowflake automatically calculates statistics and visual distributions for the result set of any query executed in a worksheet, provided the result set is not excessively large.

When the Analyst views the query results, they can simply click on the column header for the "total amount" column. This action opens a summary pane that displays key descriptive statistics such as the mean, sum, and a histogram showing the frequency distribution of the values in that specific column. This allows for immediate visual analysis of data skew, outliers, or common ranges without requiring the analyst to write additional SQL or move the data to an external visualization tool.

Evaluating the Options:

Option A is the Correct answer. This is the fastest, built-in way to perform "exploratory data analysis" (EDA) on a result set within the UI.

Option B and C are incorrect because while Snowsight does have a "Chart" tab, creating a chart requires manual configuration and is a separate step from the automatic profiling features found in the column headers.

Option D is incorrect because calling the WIDTH_BUCKET function would require the Analyst to run the query again with modified SQL logic, which explicitly contradicts the requirements of the question.

This feature significantly enhances the Data Analysis workflow by providing "at-a-glance" insights into data quality and distribution directly within the development environment.

The PERCENTILE_DISC (discrete percentile) function is an inverse distribution function that assumes a discrete distribution model. It takes a percentile value and a sort specification and returns the value from the set that corresponds to that percentile. Unlike PERCENTILE_CONT, which interpolates between values to find a continuous result, PERCENTILE_DISC always returns an actual value from the input set.

In this scenario, we have a set of four values: $\{1, 2, 3, 4\}$. The query specifies a descending order (order by v desc), so the ordered set for the calculation is $\{4, 3, 2, 1\}$.

To find the discrete percentile, Snowflake calculates the cumulative distribution. For a set of $N$ elements, each element represents a percentile rank of $1/N$. With 4 elements, each covers 25% ($0.25$) of the distribution:

Value 4: Cumulative Percentile $0.25$

Value 3: Cumulative Percentile $0.50$

Value 2: Cumulative Percentile $0.75$

Value 1: Cumulative Percentile $1.00$

The PERCENTILE_DISC(0.60) function looks for the first value whose cumulative distribution is greater than or equal to the specified percentile ($0.60$).

$0.25$ (Value 4) is not $\ge 0.60$.

$0.50$ (Value 3) is not $\ge 0.60$.

$0.75$ (Value 2) is the first value where the cumulative distribution is $\ge 0.60$.

Therefore, the result is 2. If the order had been ascending (ASC), the cumulative distribution would have been $\{1: 0.25, 2: 0.50, 3: 0.75, 4: 1.00\}$, and the result for $0.60$ would have been 3. Understanding the impact of the ORDER BY clause within the WITHIN GROUP syntax is a critical skill for the Data Analysis domain of the SnowPro Advanced: Data Analyst exam.