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v6.6.164

Independent coupon discovery for Udemy learners

Learn Probability- Concepts & Examples of Probability

A course on Probability that boosts your confidence and inspires you to solve probability problems with an ease.

  1. Topics
  2. Teaching & Academics
  3. Probability Theory

Learn Probability- Concepts & Examples of Probability

InstructorSandeep Kumar Mathur
Duration7h 27m
Students729
Rating4.8 (38)
Sponsored
Price
$14.99
Coupon
None
No active coupon currently available
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Open on UdemyCurrent Udemy price

Coupon history

Comidoc has tracked 1 coupon for this course since 2026, last checked 13d ago.

Coupon codeDiscountAddedStatusLifetime
689A95C28497943B6D9313% offAug 3, 202608:50 AM UTCExpired30d 4h
Comidoc Analysis

Concept-focused probability through question-based instruction

Strengths

Foundational Counting Principles

The curriculum establishes a strong mathematical base by covering Factorial Notations, Fundamental Principles of Counting, Permutations, and Combinations before moving to probability theorems.

Concept Retention Focus

Instructional methods include repeating fundamentals and using daily life examples to assist with understanding and memory.

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Limitations

Potential Assessment Inaccuracies

One signal from before the displayed update indicates errors in specific quiz answers, which may require manual verification of results; the current update label does not prove these have been corrected.

Best suited to

  • Students preparing for competitive entrance exams like IIT JEE or NDA
  • Learners seeking a foundation in permutations and combinations
  • Beginners needing help with probability basics

Less suited to

  • Learners requiring high-precision accuracy in automated assessments
  • Advanced students looking for complex statistical modeling

Comidoc Score

6.5/10

Worth considering
Beginner-friendly

Comidoc verdict

Foundational counting principles, including factorials and combinations, provide the groundwork for probability theory. This structure is reinforced by a question-based lecture format that integrates specific examples to demonstrate practical applications.

Instructional clarity is supported by the use of relatable examples and the repetition of core concepts to aid retention. However, learners should be cautious when using the integrated quizzes, as one signal identified discrepancies in specific answer keys.

This course is best suited for students preparing for academic or competitive exams who benefit from a structured, example-heavy approach to mathematical fundamentals.

Score breakdown

Curriculum depth
8.0

The curriculum provides depth in foundational topics including factorials, permutations, and combinations alongside probability theorems.

Applied learning
5.0

Learning is reinforced through thematic quizzes and question-based lectures, though one signal noted potential errors in quiz answers.

Clarity & experience
6.5

Instructional signals highlight the use of daily life examples and concept repetition to aid learner understanding.

Currency & reliability
5.0

The available evidence does not establish enough about current reliability to move this dimension away from neutral.

Audience fit
6.5

The curriculum aligns with the stated goals of students preparing for competitive exams and those studying probability in an academic syllabus.

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