Which statement is true about Little's Equation in the context of SSQ? A) It requires specific traffic conditions to be valid. B) It can only apply to FIFO queuing systems. C) It p... Which statement is true about Little's Equation in the context of SSQ? A) It requires specific traffic conditions to be valid. B) It can only apply to FIFO queuing systems. C) It provides a simple relationship between average number in the system, arrival rate, and average time in the system. D) It is only applicable to simulations without arrivals.
Understand the Problem
The question is asking about Little's Equation and its applicability and conditions in the context of a specific queuing system (SSQ). The user is likely trying to identify which of the provided statements about Little's Equation is accurate based on its fundamental properties.
Answer
C) It provides a simple relationship between average number in the system, arrival rate, and average time in the system.
The final answer is C) It provides a simple relationship between average number in the system, arrival rate, and average time in the system.
Answer for screen readers
The final answer is C) It provides a simple relationship between average number in the system, arrival rate, and average time in the system.
More Information
Little's Law is a fundamental theorem in queuing theory. It establishes a relationship between the average number of items in a queue (L), the average arrival rate (λ), and the average time an item spends in the queue (W). It applies widely across various types of queuing systems.
Tips
A common mistake is assuming Little's Law only applies under certain conditions, but it is quite general. Ensure you understand that it applies to stationary systems with consistent arrival and service rates.
Sources
- Little's Law: The Road to Stable & Predictable Systems - Businessmap - businessmap.io
- Little's law - Wikipedia - en.wikipedia.org
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