Front

What is a two-way table?

Back

A two-way table is a statistical table that displays the frequency distribution of variables. It allows for the comparison of two categorical variables.

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How do you read a two-way table?

Back

To read a two-way table, locate the row and column that correspond to the categories of interest, and find the intersection to see the frequency or count.

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What is the purpose of a two-way table?

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The purpose of a two-way table is to organize data to show relationships between two categorical variables, making it easier to analyze and interpret.

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What does the term 'marginal frequency' mean in a two-way table?

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Marginal frequency refers to the totals found in the margins (the last row and column) of a two-way table, showing the total counts for each category.

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What is a 'joint frequency' in a two-way table?

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Joint frequency is the count of occurrences for a specific combination of categories from the two variables in a two-way table.

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How can you determine the total number of observations in a two-way table?

Back

To determine the total number of observations, sum all the joint frequencies in the table or look at the total in the bottom right corner.

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What is a 'conditional frequency' in a two-way table?

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Conditional frequency is the frequency of a specific category given a condition, often calculated by dividing a joint frequency by the total of the row or column.

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How do you calculate the percentage of a category in a two-way table?

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To calculate the percentage of a category, divide the frequency of that category by the total number of observations and multiply by 100.

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What is the difference between qualitative and quantitative data?

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Qualitative data describes categories or qualities (e.g., colors, names), while quantitative data involves numerical values (e.g., height, age).

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How can two-way tables help in making decisions?

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Two-way tables help in making decisions by providing a clear visual representation of data relationships, allowing for informed conclusions based on observed frequencies.