Question
What is the marginal distribution of femalesFemales 620 other 1380
Answers
GPT-4o mini
To find the marginal distribution of females, you need to calculate the proportion of females in relation to the total number of individuals in the dataset.
You have:
- Number of females = 620
- Number of others = 1380
First, calculate the total number of individuals:
\[
\text{Total} = \text{Number of females} + \text{Number of others} = 620 + 1380 = 2000
\]
Next, calculate the marginal distribution of females:
\[
\text{Proportion of females} = \frac{\text{Number of females}}{\text{Total}} = \frac{620}{2000}
\]
Now, perform the calculation:
\[
\frac{620}{2000} = 0.31
\]
To express this as a percentage:
\[
0.31 \times 100 = 31\%
\]
Thus, the marginal distribution of females is 31%.
You have:
- Number of females = 620
- Number of others = 1380
First, calculate the total number of individuals:
\[
\text{Total} = \text{Number of females} + \text{Number of others} = 620 + 1380 = 2000
\]
Next, calculate the marginal distribution of females:
\[
\text{Proportion of females} = \frac{\text{Number of females}}{\text{Total}} = \frac{620}{2000}
\]
Now, perform the calculation:
\[
\frac{620}{2000} = 0.31
\]
To express this as a percentage:
\[
0.31 \times 100 = 31\%
\]
Thus, the marginal distribution of females is 31%.