A sample of three hundred thirteen students were surveyed one week prior to the election for student body president regarding their choice of three candidates. The table below shows the results of the survey. Candidates A | B C Votes 108 134 71 Use the information above. There are 1267 students in the school. According to the survey, about how many votes can candidate B expect to recieve? Round to the nearest whole person.

Algebra and Trigonometry (6th Edition)
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ChapterP: Prerequisites: Fundamental Concepts Of Algebra
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**Student Election Survey Analysis**

A sample of three hundred thirteen students were surveyed one week prior to the election for student body president regarding their choice of three candidates. The table below shows the results of the survey.

| Candidates | A   | B   | C   |
|------------|-----|-----|-----|
| Votes      | 108 | 134 | 71  |

Use the information above. There are 1267 students in the school. According to the survey, about how many votes can candidate B expect to receive? Round to the nearest whole person.

**Analysis and Calculation**

1. Calculate the proportion of votes candidate B received in the survey:
   
   \[
   \text{Proportion of votes for B} = \frac{134}{313}
   \]

2. Use this proportion to estimate the number of votes candidate B would receive from the entire student body:

   \[
   \text{Estimated votes for B} = \left(\frac{134}{313}\right) \times 1267
   \]

3. Round the result to the nearest whole number to get the final estimate.
Transcribed Image Text:**Student Election Survey Analysis** A sample of three hundred thirteen students were surveyed one week prior to the election for student body president regarding their choice of three candidates. The table below shows the results of the survey. | Candidates | A | B | C | |------------|-----|-----|-----| | Votes | 108 | 134 | 71 | Use the information above. There are 1267 students in the school. According to the survey, about how many votes can candidate B expect to receive? Round to the nearest whole person. **Analysis and Calculation** 1. Calculate the proportion of votes candidate B received in the survey: \[ \text{Proportion of votes for B} = \frac{134}{313} \] 2. Use this proportion to estimate the number of votes candidate B would receive from the entire student body: \[ \text{Estimated votes for B} = \left(\frac{134}{313}\right) \times 1267 \] 3. Round the result to the nearest whole number to get the final estimate.
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