Jordan surveyed her friends about whether or not they had a minivan and whether or not they lived in a two story house. She reported the relative frequencies in the table shown. Which statement is correct?
No table. Cannot copy and paste here.
To determine which statement is correct, we need to analyze the table provided. However, since you haven't provided the table, I am unable to directly answer your question. Nonetheless, I can guide you on how to interpret the table and find the correct statement.
Assuming the table consists of two variables: minivan ownership and house type (two-story or not), each variable will have its own categories.
To find the correct statement, follow these steps:
1. Look at the table and identify the two variables and their categories. For example, the variables could be "Minivan Ownership" with categories "Yes" and "No," and "House Type" with categories "Two Story" and "Not Two Story."
2. Observe the values in the table. The values are typically given as relative frequencies, expressed as decimals or percentages.
3. Calculate the relative frequencies for each combination of categories. For instance, you can determine the proportion of friends who have a minivan and live in a two-story house, as well as the proportion of friends who do not have a minivan but live in a two-story house.
4. Compare the relative frequencies in the table to identify which statement accurately describes the data. For example, if the statement says that the majority of friends have a minivan and live in a two-story house, you would look for the highest relative frequency value in the corresponding cell of the table.
Please provide the table, and I will help you analyze the data and determine the correct statement based on the information provided.