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Confidence interval

As explained in Effective Data Analysis

A confidence interval is an interval estimate constructed by a statistical procedure to represent plausible values for a population parameter at a specified confidence level.

A confidence interval is an interval estimate produced by a statistical procedure to represent plausible values for a population parameter at a specified confidence level. section 2.3.2

In an analytics comparison, a 95% confidence interval helps evaluate results from a repeated measures t-test comparing average daily metrics before and after a change. section 2.3.2

A practical analysis can pair the interval with:

  • Daily totals and mean or median values for Help Center views and chat support requests. section 2.3.2
  • A clear explanation of aggregation choices, such as showing weekly volume to account for weekend declines. section 2.3.2
  • A limitation note when granular data is unavailable, as with aggregate customer satisfaction scores. section 2.3.2

How Effective Data Analysis covers it

How deep it goes
Defines interval estimates and shows their use in a 95% evaluation, but does not explain calculation or statistical assumptions.
Examples
Uses Help Center views, chat support requests, and customer satisfaction measurements from 90-day before-and-after periods.
What it assumes
Assumes familiarity with population parameters, means, medians, t-tests, and aggregated versus granular data.
What you can do after
Evaluate before-and-after analytical results while communicating aggregation choices and data limitations to stakeholders.
How it connects
Connects confidence intervals with repeated measures t-tests, population parameters, means, medians, and data aggregation.

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This explainer was generated by Manning's knowledge graph from the text of Effective Data Analysis. The section links point to the parts of the book it draws on.