In order to study whether there is a relationship between gender and age at marriage, 50 couples were randomly selected and the age of the bride and groom were recorded.Which of the following would be a meaningful display of the data from this study? A histogram A pie chart Side-by-side boxplots A scatterplot A two-way table

To study the relationship between gender and age at marriage, the first step is to collect data. In this case, 50 couples were randomly selected, and the age of both the bride and groom were recorded.

The next step is to choose a meaningful display of the data.

A histogram could be a suitable option to represent the age distribution of both the brides and grooms. It would show the frequency or count of couples falling into different age ranges. This would allow us to observe any patterns or differences in age at marriage between genders.

A pie chart, on the other hand, may not be the best choice for this study. Pie charts are typically used to represent proportions or percentages of a whole, which may not be relevant in this case.

Side-by-side boxplots could also be a meaningful display. This would allow us to compare the distribution of ages for brides and grooms side by side, providing a visual comparison of the two groups.

A scatterplot could be used to examine the relationship between gender and age at marriage. Each couple could be represented as a point on the plot, with the x-axis representing the age of the bride and the y-axis representing the age of the groom. This would allow us to see if there is any correlation or pattern between the ages of brides and grooms.

A two-way table could be used to summarize the data by gender and age groups. This would provide a tabular representation of the data, showing the count or frequency of couples falling into different age and gender categories.

In conclusion, a meaningful display of the data from this study could be a histogram, side-by-side boxplots, a scatterplot, or a two-way table.

To study the relationship between gender and age at marriage, the first step is to collect data. In this case, 50 couples were randomly selected, and the age of both the bride and groom were recorded.

The next step is to choose a meaningful display of the data.

A histogram could be a suitable option to represent the age distribution of both the brides and grooms. It would show the frequency or count of couples falling into different age ranges. This would allow us to observe any patterns or differences in age at marriage between genders.

A pie chart, on the other hand, may not be the best choice for this study. Pie charts are typically used to represent proportions or percentages of a whole, which may not be relevant in this case.

Side-by-side boxplots could also be a meaningful display. This would allow us to compare the distribution of ages for brides and grooms side by side, providing a visual comparison of the two groups.

A scatterplot could be used to examine the relationship between gender and age at marriage. Each couple could be represented as a point on the plot, with the x-axis representing the age of the bride and the y-axis representing the age of the groom. This would allow us to see if there is any correlation or pattern between the ages of brides and grooms.

A two-way table could be used to summarize the data by gender and age groups. This would provide a tabular representation of the data, showing the count or frequency of couples falling into different age and gender categories.

In conclusion, a meaningful display of the data from this study could be a histogram, side-by-side boxplots, a scatterplot, or a two-way table.