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Observing the bar graph, it appears that the data is skewed to the right, meaning the majority of the data points are on the left side, with a long tail stretching towards the right. This is called a **negatively skewed** or **left-skewed distribution**.

Now, looking at the multiple-choice options:

- **Option a**: "Simétrico, con la moda hacia la izquierda" (Symmetric, with the mode to the left) – This is incorrect because the distribution is not symmetric.
  
- **Option b**: "Asimétrico, con la moda hacia la izquierda" (Asymmetric, with the mode to the left) – This is correct. The graph is asymmetric, and the mode (the most frequent value) is to the left.

- **Option c**: "Asimétrico, con la media hacia la izquierda" (Asymmetric, with the mean to the left) – This is incorrect because, in a skewed distribution, the mean is typically shifted towards the tail, which is to the right.

- **Option d**: "Asimétrico, con la mediana hacia la izquierda" (Asymmetric, with the median to the left) – This is also incorrect, as the median typically lies between the mode and the mean in a skewed distribution.

Thus, the correct answer is **Option b**: "Asimétrico, con la moda hacia la izquierda".

Would you like further details or explanations? Here are 5 related questions:

1. What does it mean for a distribution to be symmetric?
2. How do mode, median, and mean behave in a skewed distribution?
3. Can a distribution be both asymmetric and bimodal?
4. What is the difference between left-skewed and right-skewed distributions?
5. How can we determine the skewness of a dataset from its histogram?

**Tip:** In a skewed distribution, the mean always shifts towards the tail, while the mode remains at the peak.

De acuerdo con la forma del gráfico de barras, se puede decir: Simétrico con la moda hacia la izquierda, Asimétrico con la moda hacia la izquierda, Asimétrico con la media hacia la izquierda, Asimétrico con la mediana hacia la izquierda.

Learn how to analyze a bar graph and determine if it's symmetric or asymmetric. This problem focuses on interpreting the mode, median, and mean in a left-skewed distribution. Perfect for high school students studying statistics.

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