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Analyzing Radon Concentration Levels Distribution with Histogram Visualization

What is the distribution of radon concentration levels?

We analyzed the distribution of radon concentration levels using a histogram. Here's what we learned:
  • The distribution of radon concentration levels in the dataset was visualized to understand its spread and central tendency.
  • The histogram provides insights into the frequency of various concentration levels, indicating how common certain ranges of radon levels are within the dataset.
This visualization helps in identifying patterns or outliers in radon concentration levels, contributing to a better understanding of the data's characteristics.

Explore correlation between radon levels and temperature

The correlation between radon concentration levels and temperature was explored, yielding a correlation coefficient of 0.04. This indicates a very weak linear relationship between the two variables, suggesting that changes in temperature have minimal impact on radon concentration levels within the dataset.

Investigate correlation with humidity

The correlation between radon concentration levels and humidity was investigated, resulting in a correlation coefficient of 0.01. This indicates a very weak linear relationship, suggesting that humidity levels have minimal impact on radon concentration levels within the dataset.

Compare radon levels in different offices

We compared radon concentration levels across different offices using a bar chart. Here's what we found:
  • The chart visually represents the radon concentration levels for each office, highlighting variations across locations.
  • This comparison allows for the identification of offices with higher or lower radon levels, aiding in targeted interventions or further investigations.
This visualization is crucial for understanding the distribution of radon levels in different environments and planning appropriate safety measures.

test the null hypothesis which states that there will be statistical difference between the radon concentrations in the offices

We attempted to test the null hypothesis stating that there is a statistical difference between the radon concentrations in different offices by performing a one-way ANOVA test. However, the test resulted in NaN values for both the test statistic and the p-value, indicating an issue with the data or the test execution.
This outcome suggests that the data might not be suitable for the ANOVA test as performed, possibly due to missing values, non-numeric data, or insufficient data points per group. Further investigation and data preprocessing might be necessary to correctly perform the hypothesis test.

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