Welcome to
Probability & Statistics

Resources to help you learn probability and statistics, including notes, examples, practice questions, and interactive apps.

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Clear and Concise

Notes

Course notes that provide clear and concise explanations of the foundational concepts in probability and statistics - designed to simplify complex topics, helping you grasp essential ideas quickly and effectively.

      Straight Foward Explanations
      Concepts that are broken down into manageable steps, making even the most challenging topics easy to follow and understand.
      Organized for Easy Navigation
      Topics are grouped logically, allowing you to quickly find and reference the material you need.
      Comprehensive Coverage
      The notes cover all the fundamental topics, ensuring you have a complete understanding of the core concepts in probability and statistics.
      Key Definitions and Formulas
      Important definitions and formulas are highlighted, making it easy to identify and reference key information.
      Clear Presentation of Results
      Important results and theorems are stated clearly, providing a reliable reference as you work through different concepts.

Learn By Doing

Examples

Plenty of examples that provide practical, real-world scenarios that help bridge the gap between theory and application. Each example is carefully crafted to demonstrate key concepts in probability and statistics, guiding you through the process of solving problems step by step.

    Real-World Scenarios

    Examples that are based on real-world situations, helping you understand how probability and statistics are used in everyday life.

    Step-by-Step Guidance

    Each example is broken down into manageable steps, making it easy to follow along and apply the concepts you've learned.

    Practice Makes Perfect

    Plenty of opportunities to practice solving problems, reinforcing your understanding of key concepts and helping you build confidence in your abilities.

Albert Einstein once said that ``Any man who can drive safely while kissing a pretty girl is simply not giving the kiss the attention that it deserves``.

Suppose that, in a driving simulation, $80\%$ of drivers can still drive safely while performing a secondary task (like listening to the radio or kissing a passenger). If 10 drivers are tested what is the probability that 8 or 9 of them can drive safely while performing a secondary task?

Explore and Interact

Apps

A collection of interactive apps that transform statistical concepts into hands-on learning experiences. Each app lets you adjust variables, simulate scenarios, and observe immediate results, making complex ideas easier to understand.

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