Answer :
The marginal distribution of males is 13 %
A two-way frequency table shows the frequencies (or "counts") of two categorical variables.
For example, the following two-way table displays the results of a study in which 100 participants were asked which sport they preferred: baseball, basketball, or football.
The rows represent the respondent's gender, while the columns show which sport they chose:
There are two variables in this example: Sports and Gender.
A marginal distribution is simply the sum of the distributions of these separate variables. The marginal distributions in a two-way table are shown in the table margins: Marginal distributions are valuable because, while we frequently collect data for two variables (such as Sports and Gender), we may have particular questions regarding only one variable.
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