Podcast
Questions and Answers
Match the following statistical concepts with their descriptions:
Match the following statistical concepts with their descriptions:
Data = Difference between height and shoe size Model = Estimate of the relationship between height and shoe size Error = Difference between data and correlation line Over fit = Including so many variables that the model perfectly fits the data, but may not generalize well
Match the term with its corresponding example:
Match the term with its corresponding example:
A model with no error = The correlation line perfectly matches the data points A model with little error = The correlation line closely follows the data points, but not perfectly A model with lots of error = The correlation line does not closely follow the data points A good statistical model = The smaller the error, the better the model fit
Match the following factors with their potential effects on a statistical model:
Match the following factors with their potential effects on a statistical model:
Sex = Could be a covariate that, if included, may improve the detection of a significant effect Height in cm = One variable in a correlation with shoe size Shoe size EU = One variable in a correlation with height Error = The smaller it is, the better the model fit
Match the following concepts with their definitions:
Match the following concepts with their definitions:
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Match the following equations with their descriptions:
Match the following equations with their descriptions:
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Match the following concepts with their explanations:
Match the following concepts with their explanations:
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True or false: A statistical model is a perfect representation of a dataset.
True or false: A statistical model is a perfect representation of a dataset.
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True or false: Model error can be reduced to zero.
True or false: Model error can be reduced to zero.
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True or false: Model error indicates that there may be unknown factors affecting the relationship/data under investigation.
True or false: Model error indicates that there may be unknown factors affecting the relationship/data under investigation.
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True or false: The correlation between height and shoe size is perfect.
True or false: The correlation between height and shoe size is perfect.
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True or false: Including covariates such as sex in the model may help detect a significant effect.
True or false: Including covariates such as sex in the model may help detect a significant effect.
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True or false: Overfitting the model to the data can be problematic in terms of generalization.
True or false: Overfitting the model to the data can be problematic in terms of generalization.
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