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Answer: Implement cube and rollup structures to pre-aggregate data along multiple dimensions.
Implementing cube and rollup structures to pre-aggregate data along multiple dimensions provides the best balance between storage cost and query speed for aggregate queries in a data lakehouse. Here‘s why: 1. **Storage Cost**: Cube and rollup structures allow for pre-aggregation of data along multiple dimensions, reducing the amount of raw data that needs to be stored. By storing pre-aggregated data, the overall storage cost is minimized compared to storing all possible aggregations in separate tables or relying on the compute layer to perform real-time aggregations. 2. **Query Speed**: Pre-aggregating data along multiple dimensions enables faster query performance as the data is already aggregated in a way that aligns with common query patterns. This reduces the need for complex and resource-intensive computations at query time, resulting in faster query speeds compared to dynamically computing aggregations using materialized views or relying on real-time aggregations. 3. **Efficiency**: Cube and rollup structures provide a more efficient way to handle aggregate queries as they allow for quick access to pre-aggregated data along different dimensions. This efficiency leads to improved overall performance of the data lakehouse system. In conclusion, implementing cube and rollup structures to pre-aggregate data along multiple dimensions strikes the best balance between storage cost and query speed for aggregate queries in a data lakehouse. It optimizes performance by reducing storage costs while improving query speed and overall system efficiency.
Author: LeetQuiz Editorial Team
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To optimize performance for aggregate queries in a data lakehouse, which strategy offers the optimal balance between storage cost and query speed?
A
Only store raw data, relying on the compute layer to perform real-time aggregations.
B
Pre-compute and store all possible aggregations in separate tables.
C
Implement cube and rollup structures to pre-aggregate data along multiple dimensions.
D
Utilize materialized views to dynamically compute common aggregations.
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