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Integration Video Lectures

Basic Integration formulae, substitution method, Standard form of integrals, Integration by parts, Integrals of some special form. Integrals using partial fractions, Definite integrals introduction, substitution method Properties of definite integrals and its applications, Integrals by limit of a sum

28 Lectures

9 Hours

₹ 2772

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Course Content

Indefinite integrals introduction, formulae

Basic Integration of trigonometric functions

Indefinite integrals by substitution method basic concept

Substitution Method - II

Substitution Method - III

Substitution Method - IV

Substitution Method - V

Standard form of indefinite integrals (Basic Formulae)

Standard form of indefinite integrals - II

Standard form of indefinite integrals - III

Standard form of indefinite integrals - IV

Standard form of indefinite integrals - V

Integration by parts formula and basic problems

Problems based on integration by parts

Problems in the form of e^x(f(x)+f'(x))

Problems in the form of e^x sinx and e^x cosx

Integrals of some special form

Integrals using partial fractions

Important problems on partial fraction

Miscellaneous problems based on indefinite integrals - I

Miscellaneous problems based on indefinite integrals - II

Miscellaneous problems based on indefinite integrals - III

Definite integrals introduction, substitution method

Properties of definite integrals and its applications (f(x)=f(a-x))

Problems based on (f(x)=f(a-x))

Properties of definite integrals and its applications (modulus functions)

Properties of definite integrals and its applications (odd and even functions)

Important problems on definite integrals

Description

Basic Integration formulae
Indefinite integrals by substitution method
Standard form of indefinite integrals
Integration by parts formula
Integrals of some special form
Integrals using partial fractions
Definite integrals introduction, substitution method
Properties of definite integrals and its applications
Integrals by limit of a sum