in table 4 we see the p value is 0.053 Detecting a tendency in the correlation between NCI and stress. And when looking at figure 3 we can see that correlation between NCI and stress? why is that explain how the graph shows that?

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in table 4 we see the p value is 0.053 Detecting a tendency in the correlation between NCI and stress. And when looking at figure 3 we can see that correlation between NCI and stress? why is that explain how the graph shows that? 

**Figure 3:** The scatter plot illustrates the correlation between Neutrophil Chemotaxis Index (NCI) and stress. The x-axis represents stress levels, ranging from 0.00 to 0.80, while the y-axis shows the NCI, ranging from 0 to 1000. Each point on the graph represents an observation showing the level of stress and the corresponding NCI.

The solid line indicates the trend line, suggesting a negative correlation between NCI and stress. The dashed lines represent the confidence interval around the trend line.

In the top right corner, statistical values are provided: p = 0.053 and R = 0.2981, indicating a strong trend correlation. Specifically, the p-value (0.053) is on the borderline of statistical significance, and the correlation coefficient (r = -0.281) suggests a weak negative relationship. This means that as stress increases, the NCI tends to decrease slightly.
Transcribed Image Text:**Figure 3:** The scatter plot illustrates the correlation between Neutrophil Chemotaxis Index (NCI) and stress. The x-axis represents stress levels, ranging from 0.00 to 0.80, while the y-axis shows the NCI, ranging from 0 to 1000. Each point on the graph represents an observation showing the level of stress and the corresponding NCI. The solid line indicates the trend line, suggesting a negative correlation between NCI and stress. The dashed lines represent the confidence interval around the trend line. In the top right corner, statistical values are provided: p = 0.053 and R = 0.2981, indicating a strong trend correlation. Specifically, the p-value (0.053) is on the borderline of statistical significance, and the correlation coefficient (r = -0.281) suggests a weak negative relationship. This means that as stress increases, the NCI tends to decrease slightly.
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