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Related lectures (28)
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Advanced Analysis II: Methods of Calculus Composition
Covers the second method of calculus composition and the application of the binomial formula.
Sequences: Induction Method
Covers sequences, induction method, Fibonacci, Bernoulli's inequality, and binomial formula.
Newton's Binomial and Real Sequences
Explores Newton's binomial theorem and real sequences with examples and definitions.
Generating Functions: Advanced Counting
Covers the definition of generating functions and their application in solving recurrence relations.
Counting, Recording: Summary
Summarizes counting principles, rules, and theorems in combinatorics with examples.
Binomial Formulas: Induction, Binomial Coefficients
Covers binomial formulas, induction, and coefficients, including examples and a quiz on permutations and combinations.
Counting: Binomial Theorem and Pascal's Identity
Covers the Binomial Theorem, Pascal's Identity, and Pascal's Triangle in counting.
Counting Problems: Solutions and Generating Functions
Covers counting problems using generating functions to find solutions.
The Binomial Theorem
Covers the binomial theorem, Pascal's identity, and triangle with examples and applications.
Permutations and Binomial Coefficients
Explains permutations, binomial coefficients, and multinomial coefficients with practical examples.