Master Discrete Mathematics: Learn and master all of Discrete Math - Logic, Set Theory, Combinatorics, Graph Theory, Etc
InstructorGrant HallEditorial course preview
These 2 complementary views highlight concrete, legible examples from the course presentation.
This course introduction slide outlines the four primary goals for mastering discrete mathematics, including learning mathematical sets, developing comfort with logic, and preparing for upper-level proofs.
This introductory slide outlines the instructor's professional background, highlighting his double major in Business and Mathematics along with over five years of private tutoring experience.
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Lessons include specific quiz walkthroughs and practice sessions designed to reinforce topics like Set Operations and Logic Laws.
One sampled review suggests that instructional methods include repeating key concepts multiple times to aid understanding.
The teaching style relies heavily on writing and reciting, which can lack the visual aids necessary for complex conceptual mental models.
Some learners report that the instructor may skip over the 'how' or 'why' behind conclusions, assuming a level of background knowledge not explicitly detailed in prerequisites.
The curriculum aligns with the target audience of math and computer science students, though some signals suggest prerequisites could be more clearly defined.