https://file.aiquickdraw.com/mathbot/file/17263991982350etnvrn0.jpg

Let's go step by step based on the exercise in the image you uploaded.

### Question 1: Quels sont les deux caractères étudiés pour chaque animal ?
The two characteristics being studied are:
1. **Type of animal**: Bovins (cattle) and Porcins (pigs).
2. **Gender**: Females and males.

### Question 2: Compléter le tableau croisé

To fill in the table, we need to distribute the total of 250 animals according to the percentages provided by the pie chart.

- **Bovins Femelles**: 32% of 250 = \( 0.32 \times 250 = 80 \)
- **Bovins Mâles**: 38% of 250 = \( 0.38 \times 250 = 95 \)
- **Porcins Femelles**: 12% of 250 = \( 0.12 \times 250 = 30 \)
- **Porcins Mâles**: 18% of 250 = \( 0.18 \times 250 = 45 \)

Now, we can complete the table:

|               | Bovins | Porcins | Total |
|---------------|--------|---------|-------|
| **Femelles**  | 80     | 30      | 110   |
| **Mâles**     | 95     | 45      | 140   |
| **Total**     | 175    | 75      | 250   |

This table now reflects the distribution of animals by type and gender.

### Let me know if you need further details or clarifications.  
Here are 5 relative questions:
1. How would you calculate the percentage of male animals in the total population?
2. If the number of animals increased by 20%, how would you adjust the numbers in the table?
3. Can you explain why the sum of male and female percentages adds up to 100%?
4. How would you plot a bar chart for the given data?
5. How does the distribution of males and females differ between the two animal types?

**Tip**: Always double-check percentages to ensure they correctly add up to 100%, especially when working with data distributions.

Quels sont les deux caractères étudiés pour chaque animal ? Recopier et compléter le tableau croisé ci-dessous.

Learn how to analyze the distribution of animals using percentages. This exercise involves calculating the number of female and male animals of different types based on given percentages. Suitable for students in Grades 6-8.

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