← Databricks Interview Insights

Databricks·Software Engineer·Technical Phone Screen·Intermediate

Intermediate
Jun 2026

Summary

Databricks software engineer interview with a system design follow-up that pushed into complexity territory I wasn't fully ready for. The nested/incremental revenue question felt like a natural extension but the read-heavy vs write-heavy tradeoff discussion is where things got interesting.

Questions Asked (3)

Q1

How would you compute and maintain per-customer revenue totals when the input is either nested (orders containing line items) or arrives as incremental delta updates?

Algorithms & Data StructuresSystem Design
Author's notes

I started with a flat hashmap for customer totals and then talked through flattening the nested structure by traversing orders then items, accumulating into the map.

Create a free account to read the full note

AI HintsAI Generated

Suggested Approach

Start by clarifying the data model and update semantics, then propose a unified aggregation pipeline that handles both nested and delta inputs. Emphasize correctness, scalability, and idempotency, and discuss trade-offs between batch and streaming approaches.

Pro tip: Highlight the importance of idempotent updates and exactly-once semantics, especially for delta updates, and mention how you would handle late-arriving data or out-of-order events.

1. Clarify requirements and data model

Ask about the structure of nested orders (e.g., order ID, customer ID, line items with amounts) and the format of delta updates (e.g., incremental changes to line items or orders). Confirm whether updates can be inserts, updates, or deletes, and whether ordering is guaranteed.

2. Design a unified aggregation strategy

Propose a common representation, such as a stream of (customer_id, delta_amount) events, that can be produced from both nested and delta inputs. For nested input, flatten orders into line-item level events; for delta input, transform updates into signed deltas.

3. Choose storage and processing technology

Select a scalable, fault-tolerant system like Apache Spark Structured Streaming or Delta Lake for incremental processing. Use a key-value store or a database with atomic increments (e.g., Redis, Cassandra, or Delta table with merge) to maintain per-customer totals.

4. Ensure correctness and idempotency

Implement idempotent updates using unique event IDs or versioning to avoid double-counting. Handle late data with watermarks or by reprocessing affected aggregates, and consider using a lambda architecture if needed.

5. Discuss scalability and trade-offs

Explain how the solution scales with data volume (e.g., partitioning by customer ID, using distributed aggregations). Compare batch vs. streaming, and discuss trade-offs between latency, cost, and complexity.

Key Points to Mention

  • Flattening nested data into a stream of deltas for uniform processing
  • Idempotency and exactly-once semantics to handle retries and duplicates
  • Use of watermarks or event-time processing for late-arriving data
  • Partitioning and distributed aggregation for scalability
  • Choice of storage: OLTP vs. OLAP vs. specialized stores for incremental updates
  • Trade-offs between batch, streaming, and hybrid (lambda) architectures

AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.

Q2

What are the time and space complexities of your approach for maintaining revenue totals and answering a query for the k customers with the smallest total revenue?

Algorithms & Data StructuresTechnical Trade-offs
Author's notes

This is where I got a bit tangled.

Create a free account to read the full note

AI HintsAI Generated

Suggested Approach

First, clearly state your data structures and algorithms for maintaining revenue totals and retrieving the k smallest totals. Then, derive the time and space complexities for each operation, explaining how they combine for the overall solution.

Pro tip: Mention that using a hash map for totals and a min-heap of size k gives O(1) updates and O(n log k) query time, but if updates are frequent and queries rare, a balanced BST might be better. This shows you consider trade-offs based on workload.

1. Describe data structures

Explain how you store revenue totals (e.g., hash map) and how you maintain the k smallest (e.g., min-heap of size k or balanced BST).

2. Analyze update operation

Derive the time complexity for updating a customer's revenue, including any adjustments to the k-smallest structure.

3. Analyze query operation

Derive the time complexity for retrieving the k customers with smallest total revenue.

4. Analyze space complexity

Calculate the total space used by all data structures, considering the number of customers and k.

5. Discuss trade-offs

Compare with alternative approaches (e.g., sorting on demand, balanced BST) and justify your choice based on expected workload.

Key Points to Mention

  • Time complexity of update: O(1) with hash map, O(log k) with heap if k smallest maintained.
  • Time complexity of query: O(k) to extract from heap or O(log n + k) with balanced BST.
  • Space complexity: O(n) for hash map plus O(k) for heap, total O(n + k).
  • Trade-offs: heap is efficient for small k; balanced BST allows dynamic k and ordered traversal.
  • Handling ties or duplicate revenues: ensure stable ordering or use secondary key.
  • Scalability: consider distributed or streaming scenarios if data is large.

AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.

Q3

How would your design change to optimize for a read-heavy workload with many leastK queries but infrequent updates, versus a write-heavy workload with frequent updates but rare queries?

System DesignTechnical Trade-offs
Author's notes

This was the part I actually liked.

Create a free account to read the full note

AI HintsAI Generated

Suggested Approach

Start by clarifying the workload characteristics and the leastK query semantics, then contrast the design choices for read-heavy vs write-heavy scenarios. Focus on how data structures, indexing, caching, and update strategies differ to optimize for each case.

Pro tip: Acknowledge that real-world systems often require a hybrid approach and discuss how to adapt dynamically or use tiered storage to balance both workloads. This shows you think beyond textbook trade-offs.

1. Clarify requirements and assumptions

Ask about the expected read/write ratio, latency requirements, data size, and whether leastK queries are exact or approximate. This ensures your design targets the right constraints.

2. Analyze read-heavy workload

For infrequent updates and many leastK queries, propose precomputation, indexing (e.g., sorted structures, B-trees), caching frequent queries, and using read-optimized stores like columnar databases or materialized views.

3. Analyze write-heavy workload

For frequent updates and rare queries, suggest write-optimized structures like LSM-trees, append-only logs, and buffering updates. Use approximate data structures (e.g., sketches) to avoid costly exact computations.

4. Compare trade-offs and propose hybrid solutions

Discuss the trade-offs between latency, throughput, and consistency. Mention hybrid approaches like lambda architecture, tiered storage, or adaptive indexing to handle both patterns.

5. Summarize and conclude

Reiterate the key design differences and emphasize that the optimal solution depends on the specific workload characteristics and system goals.

Key Points to Mention

  • Data structures: sorted arrays, heaps, B-trees for reads vs. LSM-trees, logs for writes
  • Caching strategies: query result caching, materialized views for read-heavy
  • Indexing: precomputed indexes vs. on-the-fly computation
  • Batch vs. streaming updates: micro-batching for write-heavy
  • Approximate algorithms: count-min sketch, t-digest for leastK
  • Storage engines: columnar vs. row-based, in-memory vs. disk

AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.