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Instructor: GO Classes

Language: English

In this course, we study the very basic concepts which are useful throughout the Computer Science.

Module 1 - Fundamental Concepts | |||

Lecture 1 - Summation - Sigma notation, Shifting Indices, & Properties of Sigma 98:00 | |||

Annotated Notes - Lecture 1 - Summation (43 pages) | |||

Homework 1 - Fundamental Course - Summation (16 pages) | |||

Lecture 2 - Sequence & Series 121:00 | |||

Annotated Notes - Lecture 2 - Sequence & Series (57 pages) | |||

Homework 2 - Fundamental Course - Sequence & Series (13 pages) | |||

Lecture 3 - Geometric Progression 102:00 | |||

Annotated Notes - Lecture 3 - Geometric Progression (57 pages) | |||

Homework 3 - Fundamental Course - Geometric Progression (13 pages) | |||

Lecture 4A - Modular Arithmetic 116:00 | |||

Annotated Notes - Lecture 4A - Modular Arithmetic (64 pages) | |||

Homework 4 - Fundamental Course - Modular Arithmetic (9 pages) | |||

Lecture 4B - Modular Arithmetic Part 2 128:00 | |||

Annotated Notes - Lecture 4B - Modular Arithmetic Part 2 (70 pages) | |||

Homework 5 - Fundamental Course - Modular Arithmetic (22 pages) | |||

Lecture 5A - Logarithm Definition and All Properties 61:00 | |||

Lecture 5B - Logarithm Exercise Questions 26:00 | |||

Lecture 5C - Logarithm Questions, Graph, and Log in Computer science 42:00 | |||

Annotated Notes - Lecture 5A-5C - Logarithms and Properties (110 pages) | |||

Lecture 6 - GATE PYQs on Fundamental Topics (Series and Logarithms) | |||

Annotated Notes - Lecture 6 - GATE PYQs on Fundamental Topics (81 pages) | |||

Module 2 - Counting (Permutation & Combination) | |||

YouTube Playlist Link for the Same Module | |||

Lecture 1 - Introduction to Combinatorics & Counting 6:00 | |||

Lecture 2 - The Sum Rule 31:00 | |||

Lecture 3A - The Product Rule 30:00 | |||

Lecture 3B - Practice Questions 11:00 | |||

Lecture 4 - The Subtraction Rule 31:00 | |||

Annotated Notes - Lecture 1-4 - Basic Counting Principles (95 pages) | |||

Lecture 5 - Practice Questions 30:00 | |||

Lecture 6 - Counting By Case 25:00 | |||

Lecture 7 - The Complement Rule 54:00 | |||

Lecture 8A - The Division Rule 14:00 | |||

Annotated Notes - Lecture 5-8A - The Complement, By Case Rule (117 pages) | |||

Lecture 8B - The Division Rule 51:00 | |||

Lecture 9 - Factorial, nCr, nPr 14:00 | |||

Lecture 10 - Permutation & Combination 28:00 | |||

Lecture 11 - Combination 21:00 | |||

Annotated Notes - Lecture 8B-11 - Permutation & Combination (112 pages) | |||

Lecture 12 - Practice Questions & the Most Common Mistake 64:00 | |||

Lecture 13 - Two Standard Templates & More Practice Questions 18:00 | |||

Lecture 14A - Combinatorial Arguments 35:00 | |||

Annotated Notes - Lecture 12-14A - Two Standard Templates & Combinatorial Arguments (136 pages) | |||

Lecture 14B - Combinatorial Arguments 28:00 | |||

Lecture 14C - Combinatorial Arguments 29:00 | |||

Lecture 14D - Practice Combinatorial Arguments 16:00 | |||

Lecture 15 - Binomial Theorem 27:00 | |||

Lecture 16 - Bijective Proofs 14:00 | |||

Lecture 17 - Permutation with Repetition 27:00 | |||

Annotated Notes - Lecture 14B-17 - Binomial Theorem, Permutation with repetition (94 pages) | |||

Annotated Notes - Lecture 14D - Practice Combinatorial Arguments (16 pages) | |||

Lecture 18 - Many Practice Questions 44:00 | |||

Lecture 19 - Inclusion Exclusion Principle 76:00 | |||

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