type of Following the set data would you be more interested in looking at the mean, medran or mocle State your Reasoning. The Rating of professors on a Scale From I to 5 (with I being the worse and 5 being the best). and Correct Center of measure o median o mocle omean Justification 0 The Ratings of professors are quantitative With ho outliers o The Ratings of professors are qualitative data T 10018 0 The Ratings of Professors are quantitative. With outlers HONDSDO ANT

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### Analyzing Data on Rating of Professors

**Prompt:**
Following the set of data, would you be more interested in looking at the mean, median, or mode? State your reasoning.

---

#### Ratings of Professors

Professors are rated on a scale from 1 to 5 (with 1 being the worst and 5 being the best).

**Correct Center of Measure:**
- Mean
- Median
- Mode

---

#### Justification

- The ratings of professors are quantitative with no outliers.
- The ratings of professors are qualitative data.
- The ratings of professors are quantitative with outliers.

---

This analysis aims to help you determine the appropriate measure of central tendency to use when interpreting the ratings of professors. Consider whether the data includes outliers or if it is qualitative, and select the relevant statistic accordingly.
Transcribed Image Text:### Analyzing Data on Rating of Professors **Prompt:** Following the set of data, would you be more interested in looking at the mean, median, or mode? State your reasoning. --- #### Ratings of Professors Professors are rated on a scale from 1 to 5 (with 1 being the worst and 5 being the best). **Correct Center of Measure:** - Mean - Median - Mode --- #### Justification - The ratings of professors are quantitative with no outliers. - The ratings of professors are qualitative data. - The ratings of professors are quantitative with outliers. --- This analysis aims to help you determine the appropriate measure of central tendency to use when interpreting the ratings of professors. Consider whether the data includes outliers or if it is qualitative, and select the relevant statistic accordingly.
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It is required to identify whether mean, median, or mode will be suitable here, along with the reason for the choice.

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