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Accuracy and Apparent Accuracy in Medical Testing part of Examples

Subject: Mathematics:Statistics:Statistical Inference and Techniques

Finding the best water line: the least squares method in action part of Examples
Students experiment with the slope and y-intercept of a line representing a hose used to water several bushes, and try to minimize the total squared error produced by the line.

Subject: Mathematics

Economic argument about increasing fuel efficiency part of Examples
Critique of an economic argument about increasing fuel efficiency involving linear and exponential growth.

Subject: Economics, Mathematics

Storyboarding With Data: Using Quantitative Reading to Teach Research Writing part of Examples
By using a multi-part storyboard approach, we aim to teach participants how to critically assess visual information in research articles. In this exercise, we have three workshop activities: (1) assessing a single figure, (2) assessing a series of figures to determine coherence across a data set, (3) drafting the text for a research article around those visual representations of data.

Subject: Mathematics:Statistics:Data Presentation

Descriptive Statistics Project part of Examples

Subject: Mathematics:Statistics

Writing about Numbers We Should Know part of Examples
This opening assignment for an introductory quantitative reasoning course asks students to write about "Numbers We Should Know." Its goal is to help students begin to think quantitatively, evaluate the sources of quantitative information critically, and write using numbers precisely and thoughtfully.

Subject: Economics, Psychology, Mathematics

Statistical Graphs: Aids Cases and Deaths by Year and Historical Poverty in the US part of Examples

Subject: Mathematics:Statistics, Economics

Two Views of a Tax Cut part of Examples

Subject: Economics, Mathematics:Statistics:Data Presentation

How to Teach to be Statistically Literate part of Examples

Subject: Mathematics:Statistics

Luck and Randomness in Sports part of Examples
This assignment allows students to investigate randomness in outcomes of sporting events. They will use their knowledge of probability distributions to assess the role that luck has played in the outcomes for teams or individuals.

Subject: Mathematics:Statistics:Probability

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