Applied Statistics & Probability for Data Science: Python

Solve Real Problems with Data: An In-Depth Guide to Statistics, Probability, Hypothesis testing using Python & Excel

This course provides a comprehensive exploration of how statistical methods and data analytics drive decision-making in real world scenario.  Designed for students and professionals with basic knowledge of data analysis, it bridges statistical theory with practical applications to enhance customer insights, and improve operational efficiency.

What you’ll learn

  • Master Foundational Probability & Statistics.
  • Perform Robust Data Analysis with Python.
  • Communicate Data-Driven Insights.
  • Learners will gain hands-on skills for manipulating data and preparing it for deeper analysis.
  • Learn Descriptive Statistics, Probability and Distributions indepth with industry use cases.

Course Content

  • Foundations of Statistics –> 3 lectures • 10min.
  • Python Basics for Analytics –> 4 lectures • 16min.
  • Descriptive Statistics – Measures of Central Tendency –> 4 lectures • 9min.
  • Descriptive Statistics – Understanding Data Dispersion –> 4 lectures • 10min.
  • Descriptive Statistics – Visualizing Data –> 4 lectures • 9min.
  • Introduction to Probability –> 4 lectures • 12min.
  • Normal Distribution –> 3 lectures • 9min.
  • Binomial Distribution in Action –> 4 lectures • 12min.
  • Poisson Distribution –> 4 lectures • 12min.
  • Bayes’ Theorem and Predictive Analytics –> 4 lectures • 9min.
  • Inferential Statistics and Hypothesis Testing –> 6 lectures • 20min.

Applied Statistics & Probability for Data Science: Python

Requirements

This course provides a comprehensive exploration of how statistical methods and data analytics drive decision-making in real world scenario.  Designed for students and professionals with basic knowledge of data analysis, it bridges statistical theory with practical applications to enhance customer insights, and improve operational efficiency.

Participants will master foundational to advanced statistical concepts : including probability distributions, hypothesis testing, and inferential statistics, and apply them to real-world challenges such as call pattern analysis,  performance monitoring, and customer churn prediction.

The course covers essential techniques like central tendency and dispersion analysis, data visualization, and predictive modeling using tools like Python and Excel. Each method is linked to industry-specific use cases, such as detecting anomalies, segmenting users, and forecasting traffic.

Learners will also dive into regression analysis, gaining hands-on experience in interpreting datasets, mitigating biases, and communicating data-driven insights effectively.

By the end of the course, participants will be equipped to harness statistical analytics for smarter strategies, from optimizing 5G networks to improving customer experience through data.

 

After completing this course:-

1. Learners should be able to explain fundamental statistical concepts (data types, central tendency, dispersion) and apply them to analyze datasets using Excel and Python.

2. Learners should be able to manipulate and visualize telecom data in Python, applying loops, conditional statements, and basic plotting techniques to derive insights on performance.

3. Learners should be able to apply probability distributions (normal, binomial, Poisson) to model telecom scenarios like call drops, service reliability, and customer churn.

4. Learners should be able to use Bayes’ theorem and hypothesis testing (t-tests) to make data-driven decisions in telecom, such as predicting churn or comparing network speeds.

5. Learners should be able to calculate and interpret variability metrics (variance, standard deviation) to assess network stability and customer usage patterns.

6. Learners should be able to design effective data visualizations to communicate telecom insights, including call duration trends and network anomalies.

After completing this course, learners should be able to solve real-world problems by integrating statistical analysis, Python programming, and predictive modeling techniques

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