A First Course in Probability (10th Edition)
A First Course in Probability (10th Edition)
10th Edition
ISBN: 9780134753119
Author: Sheldon Ross
Publisher: PEARSON
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Question
## Honor Roll Participation by Grade

Below is a table depicting the number of students in various grades who are either on the Honor Roll or not on the Honor Roll.

| Grade Level | Honor Roll (Yes) | Honor Roll (No) |
|-------------|-------------------|-----------------|
| 9th Grade   | 72                | 120             |
| 10th Grade  | 95                | 117             |
| 11th Grade  | 76                | 124             |
| 12th Grade  | 57                | 139             |

From the table, we can derive insights into the distribution of students across different grades with respect to their Honor Roll status.

**Question:**
Calculate the probability that a student is a 9th grader given that they are not on the Honor Roll:

\[ P(\text{9th grader} | \text{not honor roll}) \]
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Transcribed Image Text:## Honor Roll Participation by Grade Below is a table depicting the number of students in various grades who are either on the Honor Roll or not on the Honor Roll. | Grade Level | Honor Roll (Yes) | Honor Roll (No) | |-------------|-------------------|-----------------| | 9th Grade | 72 | 120 | | 10th Grade | 95 | 117 | | 11th Grade | 76 | 124 | | 12th Grade | 57 | 139 | From the table, we can derive insights into the distribution of students across different grades with respect to their Honor Roll status. **Question:** Calculate the probability that a student is a 9th grader given that they are not on the Honor Roll: \[ P(\text{9th grader} | \text{not honor roll}) \]
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