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Construct a relative frequency distribution. Round your answers to three decimal places.

Here is the relative frequency distribution for the given sales dataHere is the relative frequency distribution for the given sales 

| Game                                 | Relative Frequency |
|--------------------------------------|--------------------|
| FIFA 19 (PS4)                        | 0.212              |
| Monster Hunter: World (PS4)          | 0.186              |
| Far Cry 5 (PS4)                      | 0.157              |
| Mario Kart 8 Deluxe (Switch)         | 0.140              |
| Super Mario Odyssey (Switch)         | 0.110              |
| Call of Duty: Black Ops III (PS4)    | 0.106              |
| Splatoon 2                           | 0.089              |

The relative frequencies are rounded to three decimal places as requested.

Would you like more details or have any questions?

Here are some related questions:
1. How can you calculate cumulative relative frequency?
2. What is the significance of a relative frequency distribution in data analysis?
3. How would the distribution change if one more game with higher sales was added?
4. How do you interpret relative frequency in the context of probability?
5. What is the difference between relative frequency and absolute frequency?

**Tip:** When analyzing data, relative frequency distributions are useful for comparing proportions, making them easier to interpret than raw counts or sales.

Learn how to construct a relative frequency distribution with step-by-step instructions and a detailed example. This problem involves analyzing sales data and presenting the relative frequencies rounded to three decimal places. Useful for students and analysts in understanding data proportions and comparisons.

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