Find the percentile rank for a fare of $119.

The percentile rank for a fare of **$119** is approximately **34.78%**.

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### Related Questions:
1. How would you interpret a 34.78% percentile rank in practical terms?
2. What is the next highest score after $119 in the dataset?
3. How do percentile ranks relate to quartiles in a dataset?
4. Can you compare the percentile ranks of $119 and $133?
5. What is the formula used to calculate a percentile rank?
6. How would the percentile rank change if the dataset were larger?
7. Can you find the fare that has the median percentile rank?
8. How does the distribution of fares affect the interpretation of percentiles?

### Tip:
Understanding the percentile rank helps to determine where a particular value stands within the distribution of a dataset. It’s useful for comparing individual values to the entire set.

Learn how to calculate the percentile rank for a fare of $119. Understand the concept of percentiles and how they are applied in statistical analysis. This problem involves finding the percentile rank using specific data points, such as $119. Suitable for advanced high school students and anyone interested in statistical analysis.

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