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Guide: Large, Uncertain, Small (LUS) in Agile Estimation Techniques

The Large, Uncertain, Small (LUS) concept is a crucial piece of Agile Estimation Techniques, notably used in planning and managing tasks in agile project environments.

Importance: The ability to categorize tasks into Large, Uncertain, and Small allows project teams to better allocate resources and plan timelines, ensuring efficient delivery. It also enables the identification and mitigation of risks associated with uncertain tasks.
Definition: Large tasks are those requiring significant effort and time. Uncertain tasks are those where the exact effort cannot be determined due to unknown factors. Small tasks are easy to estimate and implement due to their limited scope.
Working: In the LUS method, tasks are divided according to their size and uncertainty. Large and uncertain tasks may need to be broken down, while small tasks can be directly assigned and scheduled. Uncertain tasks may need additional discovery or prototyping to clarify their scope.

To answer LUS related exam questions, keep the following tips in mind:
Exam Tips:

  1. Understand the definitions and be able to differentiate between Large, Uncertain, and Small tasks.
  2. Practice categorizing tasks into LUS to improve estimation skills.
  3. Focus on techniques to convert Uncertain and Large tasks into Small tasks.
  4. Understand the risks associated with Uncertain tasks and how agile practices mitigate these risks.

Remember, the key to answering any LUS related questions in an exam lies in understanding the underlying rationale of task categorization and estimation in agile environments.

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Large, Uncertain, Small practice test

Large, Uncertain, Small (LUS) is an agile estimation technique used as a way to categorize work based on complexity and uncertainty. 'Large' encompasses pieces of work that have known high complexity and a high degree of uncertainty, 'Uncertain' encompasses those with a moderate level of both, while 'Small' includes those with a low degree of uncertainty and complexity. This technique allows for a quick, relative sizing that aids in understanding the level of effort any given piece of work is likely to require.

Time: 5 minutes   Questions: 5

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