Useable and effective data analytics models incorporating industry-recognized software and standard algorithms.

  Construct useable and effective data analytics models incorporating industry-recognized software and standard algorithms.   Identify a realistic problem that can be addressed through data analysis that a modern organization or business might face. If you use a problem from your workplace, ensure that you have necessary permission to use data from your employer, and be sure to respect privacy and data ownership rights. Remember that you only have one week to complete this Assignment, so choose something that is limited enough in scope that you can realistically complete the work required in one week’s time. Determine what data you will need to statistically investigate your chosen problem. Collect these data and organize them into a dataset appropriate for your planned investigation. Gather as many observations as you can. Apply an appropriate statistical model to your data using RStudio. Write a report of not less than 4 pages in APA format. Use Times New Roman 12-point font with one-inch margins on all sides. Cite at least five sources relevant to your topic, supporting your definition and treatment of the subject. Include Title and References pages, which are not part of the four-page minimum. Organize your report to include: An introduction and summary of your chosen problem, a description of your data preparation, A discussion of your statistical modeling activities, A summary of your results, and A conclusion stating what you discovered.

Sample Solution

     

Constructing Usable and Effective Data Analytics Models Incorporating Industry-Recognized Software and Standard Algorithms

Introduction

Data analytics is the process of collecting, cleaning, and analyzing data to extract meaningful insights. It is a powerful tool that can be used to solve a wide range of problems in modern organizations and businesses.

To construct usable and effective data analytics models, it is important to use industry-recognized software and standard algorithms. This ensures that the models are reliable and reproducible.

Full Answer Section

     

Identifying a Realistic Problem

One realistic problem that can be addressed through data analysis is customer churn. Customer churn is the rate at which customers stop using a product or service. It is a major concern for businesses of all sizes, as it can lead to lost revenue and profits.

Data Preparation

To investigate customer churn, we would need data on the following variables:

  • Customer demographics (e.g., age, gender, location)
  • Customer usage patterns (e.g., frequency of use, features used)
  • Customer satisfaction (e.g., customer reviews, Net Promoter Score)
  • Customer churn status (e.g., active customer, churned customer)

This data can be collected from a variety of sources, such as CRM systems, customer surveys, and website analytics. Once the data has been collected, it needs to be cleaned and prepared for analysis. This may involve removing outliers, filling in missing values, and transforming the data into a format that is compatible with the chosen statistical model.

Statistical Modeling

One statistical model that can be used to predict customer churn is logistic regression. Logistic regression is a classification algorithm that can be used to predict the probability of an event occurring, such as a customer churning.

To apply logistic regression to our data, we would first need to split the data into two sets: a training set and a test set. The training set would be used to train the logistic regression model. The test set would be used to evaluate the performance of the trained model.

Once the model has been trained, we can use it to predict the probability of each customer churning. We can then use this information to identify customers who are at high risk of churning and implement targeted interventions to retain them.

Results

The results of our logistic regression model would be a set of coefficients for each of the predictor variables. These coefficients represent the impact of each variable on the probability of customer churn.

For example, if the coefficient for the variable "customer satisfaction" is negative, it means that lower levels of customer satisfaction are associated with a higher probability of churn.

We can also use the logistic regression model to calculate the probability of each customer churning. This information can be used to identify customers who are at high risk of churning and implement targeted interventions to retain them.

Conclusion

In conclusion, we have demonstrated how to construct usable and effective data analytics models incorporating industry-recognized software and standard algorithms. We used logistic regression to predict customer churn, a realistic problem that can be addressed through data analysis that a modern organization or business might face.

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