Gconditional probability Google x + vbschools.schoology.com/common-assessment-delivery/start/5975994616?action=onresume&submissionId=873696267 D marks G Ciliate - Wikipedia ALICIA CHEESE-9... S Schoology Transformations of... G how can you inspir... Directions: Using the Venn Diagram, calculate the indicated probabilities. Drag your answers into the provided boxes. TikTok 6 16 7 9 Instagram Snapchat 1. How many students use at least one of the three social media platforms? 19 28 5 10

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
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**Directions: Using the Venn Diagram, calculate the indicated probabilities. Drag your answers into the provided boxes.**

A Venn Diagram is displayed with three overlapping circles labeled TikTok, Instagram, and Snapchat. The numbers inside the circles represent the number of students using each combination of these social media platforms:

- **TikTok only:** 16
- **Instagram only:** 7
- **Snapchat only:** 9
- **TikTok and Instagram only:** 19
- **TikTok and Snapchat only:** 10
- **Instagram and Snapchat only:** 5
- **TikTok, Instagram, and Snapchat:** 28
- **Students who don't use any of the three platforms:** 6

1. **How many students use at least one of the three social media platforms?**

To determine this, we need to sum all the numbers inside the circles:
\[ 16 + 7 + 9 + 19 + 10 + 5 + 28 = 94 \]

So, the total number of students who use at least one of the three social media platforms is 94.
Transcribed Image Text:**Directions: Using the Venn Diagram, calculate the indicated probabilities. Drag your answers into the provided boxes.** A Venn Diagram is displayed with three overlapping circles labeled TikTok, Instagram, and Snapchat. The numbers inside the circles represent the number of students using each combination of these social media platforms: - **TikTok only:** 16 - **Instagram only:** 7 - **Snapchat only:** 9 - **TikTok and Instagram only:** 19 - **TikTok and Snapchat only:** 10 - **Instagram and Snapchat only:** 5 - **TikTok, Instagram, and Snapchat:** 28 - **Students who don't use any of the three platforms:** 6 1. **How many students use at least one of the three social media platforms?** To determine this, we need to sum all the numbers inside the circles: \[ 16 + 7 + 9 + 19 + 10 + 5 + 28 = 94 \] So, the total number of students who use at least one of the three social media platforms is 94.
### Educational Website: Social Media Usage Survey

#### Survey Questions:
2. **How many students use Snapchat AND Instagram?**
   - [Input box for the answer]

3. **How many students use TikTok OR Instagram?**
   - [Input box for the answer]

4. **How many students DO NOT use Snapchat?**
   - [Input box for the answer]

#### Options for Input:
The following numerical options are provided to answer the questions:

- 11
- 100
- 16
- 28
- 90
- 94
- 56
- 48
- 83
- 78
- 33

#### Navigation:
- There is a navigation bar at the bottom, allowing you to select different pages (e.g., Pages 5, 6, 7, 8, 9, 10, 11, 12, 13). This suggests that the survey is part of a larger assessment or set of questions.

**Note:** Ensure students input the correct numerical value based on their data analysis or calculations in the provided boxes.
Transcribed Image Text:### Educational Website: Social Media Usage Survey #### Survey Questions: 2. **How many students use Snapchat AND Instagram?** - [Input box for the answer] 3. **How many students use TikTok OR Instagram?** - [Input box for the answer] 4. **How many students DO NOT use Snapchat?** - [Input box for the answer] #### Options for Input: The following numerical options are provided to answer the questions: - 11 - 100 - 16 - 28 - 90 - 94 - 56 - 48 - 83 - 78 - 33 #### Navigation: - There is a navigation bar at the bottom, allowing you to select different pages (e.g., Pages 5, 6, 7, 8, 9, 10, 11, 12, 13). This suggests that the survey is part of a larger assessment or set of questions. **Note:** Ensure students input the correct numerical value based on their data analysis or calculations in the provided boxes.
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