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Standard Deviation

What is Standard Deviation?

Standard deviation is a statistical measure of the dispersion or spread of a distribution, representing the average deviation of data points from the distribution’s mean. It is a crucial parameter used in calculating confidence intervals and provides insight into the variability within the dataset.

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Why is Skewed Distribution Important?

  • Recognizing Data Patterns: Understanding skewed distributions helps researchers recognize non-normal patterns in data, allowing for appropriate statistical analysis and interpretation.
  • Identifying Data Trends: Skewed distributions indicate where data clusters, providing insights into common behaviors or occurrences within a dataset.
  • Applying Correct Analysis Techniques: Skewed distributions require specialized analytical approaches, ensuring accurate modeling and interpretation of data.

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Tree Testing 101 – Tree Testing Basics

Tree Testing 101 – Tree Testing Basics

Tree Testing is a method that you cannot take lightly, whether you are a website or app designer, a user experience specialist, or simply interested in enhancing your website’s discoverability.

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Moderated Usability Testing 101

UX researchers can often be at a loss to understand what users may be thinking! However, moderated usability testing engages participants in real-time, allowing them to vocalize and discuss their actions and thoughts. This direct approach can uncover deep and insightful information about why, how, and what users think.

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