Challenge - 5 Problems
Parking Lot LLD Master
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Test your skills under time pressure!
🧠 Conceptual
intermediate2:00remaining
Why is the parking lot problem a classic example in Low-Level Design?
Which of the following best explains why the parking lot system is commonly used to teach Low-Level Design (LLD)?
Attempts:
2 left
💡 Hint
Think about what makes a good example for practicing object-oriented design.
✗ Incorrect
The parking lot problem involves multiple entities interacting, such as vehicles, parking spots, and tickets. This helps learners practice designing classes, relationships, and behaviors, which are key in Low-Level Design.
❓ Architecture
intermediate2:00remaining
Key components in a parking lot system design
Which set of components is essential to include when designing a parking lot system at the low-level?
Attempts:
2 left
💡 Hint
Focus on the entities that represent the parking lot's core functionality.
✗ Incorrect
The core components in a parking lot system include classes representing vehicles, parking spots, tickets issued for parking, and payment processing. These capture the main behaviors and data needed.
❓ scaling
advanced2:30remaining
Scaling challenges in a parking lot system
What is a major challenge when scaling a parking lot system to support multiple large parking locations?
Attempts:
2 left
💡 Hint
Think about what happens when many users try to park at the same time in different places.
✗ Incorrect
When scaling to multiple locations, the system must handle many users trying to park simultaneously. This requires managing concurrent updates to parking spot availability to avoid conflicts and overbooking.
❓ tradeoff
advanced2:30remaining
Tradeoff between complexity and flexibility in parking lot design
Which tradeoff is most relevant when designing a parking lot system with flexible spot types (e.g., compact, large, handicapped)?
Attempts:
2 left
💡 Hint
Consider how adding flexibility affects design complexity.
✗ Incorrect
Supporting flexible spot types adds complexity to the design because the system must handle different rules and allocations. A simpler design with fixed types is easier but less adaptable.
❓ estimation
expert3:00remaining
Estimating capacity for a multi-level parking lot system
If a parking lot has 5 levels, each with 200 spots, and average vehicle stay is 3 hours with 12 hours of operation daily, what is the maximum number of vehicles that can be served in one day?
Attempts:
2 left
💡 Hint
Calculate total spots, then how many times each spot can be used per day.
✗ Incorrect
Total spots = 5 levels * 200 spots = 1000 spots. Each spot can serve 12 / 3 = 4 vehicles per day. So total vehicles served = 1000 * 4 = 4000.
