Question

Practice Jeremy's scores for the first 20 times he played the card game, Clubs and Swords, are listed. 50, 199, 246, 356, 89, 210, 391, 325, 273, 260, 100, 172, 123, 167, 194, 172, 23, 426, 75, 239 Click here if you need a hint on the Practice questions. 11: 1. Create a frequency table and a histogram to display Jeremy's scores. Be sure to name your histogram. 2. Add a column for relative frequency to the table that you created in Question 1. 3. Describe the distribution of the data. Include any specific graphical features or patterns. Explain what your answer means in terms of Jeremy's scores. 4. Create a second frequency table and histogram to provide a different view of the data distribution.​

Answer 1

Explanation:

1. Frequency Table:

| Score Range | Tally | Frequency |

|-------------|-------|-----------|

| 0-50 | | 2 |

| 51-100 | | 2 |

| 101-150 | | 3 |

| 151-200 | | 3 |

| 201-250 | | 2 |

| 251-300 | | 2 |

| 301-350 | | 2 |

| 351-400 | | 4 |

Histogram:

![Histogram of Jeremy's Scores]

2. Frequency Table with Relative Frequency:

| Score Range | Tally | Frequency | Relative Frequency |

|-------------|-------|-----------|-------------------|

| 0-50 | || 2 | 0.10 |

| 51-100 | || 2 | 0.10 |

| 101-150 | || 3 | 0.15 |

| 151-200 | || 3 | 0.15 |

| 201-250 | || 2 | 0.10 |

| 251-300 | || 2 | 0.10 |

| 301-350 | || 2 | 0.10 |

| 351-400 | || 4 | 0.20 |

3. The distribution of Jeremy's scores is relatively symmetrical with a slight left skew, as evidenced by the histogram. The data appears to be clustered around the middle range, between 100 and 300 points, with a few outliers on either end. This means that Jeremy's scores are generally consistent, but he has had some particularly good and bad games.

4. Frequency Table:

| Score Range | Tally | Frequency |

|-------------|-------|-----------|

| 0-50 | || 2 |

| 51-100 | || 2 |

| 101-150 | | 2 |

| 151-200 | | 1 |

| 201-250 | | 2 |

| 251-300 | | 3 |

| 301-350 | | 3 |

| 351-400 | || 5 |

Histogram:

![Histogram of Jeremy's Scores

Note: The alternate histogram has smaller bin sizes and shows more detail in the middle range of scores.