B.) Select the best answers regarding the figures below. 1.) In the sample distributions in Figure 1, 2, and 3, which has the highest standard deviation? [select] 2.) In the sample distributions in Figure 1, 2, and 3, which has the lowest standard deviation? [select] Figure 1 Figure 2 Figure 3

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Select the best answers regarding the figures below: 1.) In the sample distributions of figure one, two, and three which is the highest standard deviation? 2.) In the sample distributions of figure one, two, and three which is the lowest standard deviation?
**B.) Select the best answers regarding the figures below.**

1.) In the sample distributions in Figure 1, 2, and 3, which has the **highest** standard deviation?  
[select]

2.) In the sample distributions in Figure 1, 2, and 3, which has the **lowest** standard deviation?  
[select]

**Description of Figures:**

- **Figure 1:** The graph depicts a narrow and tall bell-shaped curve, indicating very little spread around the mean.
- **Figure 2:** This graph also shows a bell-shaped distribution but is wider and shorter than Figure 1, suggesting a greater spread.
- **Figure 3:** The distribution is the widest and flattest among the three figures, indicating the largest spread around the mean.

Each figure represents a different sample distribution, and the width of the curves is used to visually assess the standard deviation, with wider curves generally representing higher standard deviations.
Transcribed Image Text:**B.) Select the best answers regarding the figures below.** 1.) In the sample distributions in Figure 1, 2, and 3, which has the **highest** standard deviation? [select] 2.) In the sample distributions in Figure 1, 2, and 3, which has the **lowest** standard deviation? [select] **Description of Figures:** - **Figure 1:** The graph depicts a narrow and tall bell-shaped curve, indicating very little spread around the mean. - **Figure 2:** This graph also shows a bell-shaped distribution but is wider and shorter than Figure 1, suggesting a greater spread. - **Figure 3:** The distribution is the widest and flattest among the three figures, indicating the largest spread around the mean. Each figure represents a different sample distribution, and the width of the curves is used to visually assess the standard deviation, with wider curves generally representing higher standard deviations.
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