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Math

Indiana Math

Probability and Statistics: Experimental Design

PS.ED.1

Not covered
Formulate questions that can be addressed with data. Collect, organize, and display relevant data to answer the questions formulated.
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PS.ED.2

Not covered
Use election theory techniques to analyze election data. Use weighted voting techniques to decide voting power within a group.
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PS.ED.3

Partially covered
Construct simulated sampling distributions of sample proportions and use sampling distributions to identify which proportions are likely to be found in a sample of a given size.

PS.ED.4

Fully covered
Use simulations to explore the variability of sample statistics from a known population and to construct sampling distributions.

PS.ED.5

Not covered
Model and solve real-world problems using the geometric distribution or waiting-time distribution, with or without technology.
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PS.ED.6

Mostly covered
Model and solve real-world problems involving patterns using recursion and iteration, growth and decay, and compound interest.

PS.ED.7

Not covered
Understand and apply basic ideas related to the design, analysis, and interpretation of surveys and sampling, such as background information, random sampling, causality and bias.
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PS.ED.8

Not covered
Understand how basic statistical techniques are used to monitor process characteristics in the workplace.
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PS.ED.9

Fully covered
Understand the differences among various kinds of studies and which types of inferences can legitimately be drawn from each.
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