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Discrete Mathematics

Master Discrete Math with 400+ Practice Questions and Quizzes: Foundational for Computer Science and Math Students

  1. Topics
  2. Teaching & Academics
  3. Discrete Mathematics

Discrete Mathematics

InstructorMiran Fattah
Duration19h
Students29.3K
Rating4.6 (3,953)
Sponsored
Price
$17.99
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Comidoc Analysis

Wide-ranging discrete mathematics overview with integrated practice

Editorial course preview

What the public course preview actually shows

These 3 complementary views highlight concrete, legible examples from the course presentation.

Preview 1 of 3

This structured curriculum overview outlines the six core modules of the course, detailing specific learning objectives for sets, proofs, number theory, graph theory, functions, and statistics.

Preview 2 of 3

This introductory slide presents instructor Miran Fattah alongside his academic background, noting his B.S. in Mathematics and Geophysics from the University of Oklahoma.

Preview 3 of 3

This educational slide defines Discrete Mathematics as the study of discrete structures and highlights its importance in computer science and other fields.

Selected from the course's public promotional preview. These images document visible presentation material only; they do not represent the complete paid curriculum.

Strengths

Integrated Practice Cadence

The learning path incorporates frequent quizzes following individual lectures and dedicated practice modules at the end of major sections.

Accessible Instructional Style

Instruction is noted for clear explanations and a helpful voice, utilizing large text and multiple colors to aid visual comprehension.

Limitations

Technical Depth and Definition Gaps

Some signals suggest the content may be overly simplified, lacking the rigorous definitions required for a deep computer science foundation.

Best suited to

  • Students seeking a broad survey of discrete topics
  • Visual learners who benefit from color-coded notation

Less suited to

  • Learners requiring high technical depth or rigorous definitions
  • Those preparing for advanced mathematics examinations

Comidoc Score

5.6/10

Worth considering
Defined audience

Comidoc verdict

The curriculum provides a wide-ranging survey of discrete mathematics, moving through logic, number theory, and graph theory with frequent opportunities for reinforcement via quizzes.

Instructional style is accessible and visually aided by color; however, learners should be aware of potential inconsistencies in quiz accuracy and mathematical handwriting. Some signals also suggest that the depth of coverage may not satisfy those seeking a rigorous or highly detailed academic foundation.

This course is best suited for students looking for a broad introductory overview rather than an intensive technical deep dive.

Score breakdown

Curriculum depth
5.8

The curriculum covers many topics, but signals suggest a lack of necessary detail and potential over-simplification of core concepts.

Applied learning
6.5

The course features a high volume of quizzes and topic-specific practice, though some reports indicate errors in the testing material.

Clarity & experience
5.0

Instructional clarity is mixed; while many find the explanations clear and visual, others report issues with handwriting legibility.

Currency & reliability
5.0

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

Audience fit
5.8

Quiz Accuracy and Topic Balance

There are reports of incorrect or missing answers in the quizzes, alongside an imbalance where graph theory receives disproportionate coverage.

Visual Consistency Issues

Mathematical handwriting can become difficult to decipher in later sections due to symbol legibility.

No specific evidence regarding audience fit was provided beyond general curriculum coverage.

More Related Topics

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  • Mathematical Logic96
  • Solved Math Exercises108
  • Set Theory Foundations46
  • Graph Theory & Algorithms61
  • Combinatorics
37
  • Mathematical Relations9
  • Mathematical Reasoning34
  • Abstract Algebra18
  • Graph Theory19