Svipon
Stacks
Categories
Log In
Register

Integration by Substitution

Using u-substitution to find integrals of complex functions, serving as the reverse process of the chain rule.

START WITH FUNDAMENTALS

Fundamentals of U-Substitution

Introduces the core concept of integration by substitution (u-substitution), explaining its purpose as the reverse of the chain rule and outlining the foundational steps of the process.

Foundational 8 cards 0 learners 0 likes By svipon_content
Start Learning

Featured Stacks

All Stacks

Curated flashcard stacks covering Integration by Substitution.

U-Substitution with Definite Integrals
Covers the two methods for handling the limits of integration when evaluating definite integrals with u-substitution: changing the limits to be in terms of u, or back-substituting and using the original limits.
Show more
9
0
0
svipon_content's avatar
svipon_content
U-Substitution with Definite Integrals
Covers the two methods for handling the limits of integration when evaluating definite integrals with u-substitution: changing the limits to be in terms of u, or back-substituting and using the original limits.
Close
Advanced U-Substitution: Algebraic Manipulation
Covers more complex u-substitution problems where it's necessary to algebraically solve for the original variable (e.g., x) in terms of u and substitute it back into the integral.
Show more
10
0
0
svipon_content's avatar
svipon_content
Advanced U-Substitution: Algebraic Manipulation
Covers more complex u-substitution problems where it's necessary to algebraically solve for the original variable (e.g., x) in terms of u and substitute it back into the integral.
Close
U-Substitution with Trigonometric Functions
Explores common patterns and techniques for applying u-substitution to integrals involving trigonometric functions such as sin, cos, tan, and sec.
Show more
10
0
0
svipon_content's avatar
svipon_content
U-Substitution with Trigonometric Functions
Explores common patterns and techniques for applying u-substitution to integrals involving trigonometric functions such as sin, cos, tan, and sec.
Close
U-Substitution with Exponential & Logarithmic Functions
Focuses on applying u-substitution to integrals involving the natural exponential function (e^x) and those that result in the natural logarithm (ln|u|).
Show more
11
0
0
svipon_content's avatar
svipon_content
U-Substitution with Exponential & Logarithmic Functions
Focuses on applying u-substitution to integrals involving the natural exponential function (e^x) and those that result in the natural logarithm (ln|u|).
Close
Fundamentals of U-Substitution
Introduces the core concept of integration by substitution (u-substitution), explaining its purpose as the reverse of the chain rule and outlining the foundational steps of the process.
Show more
8
0
0
svipon_content's avatar
svipon_content
Fundamentals of U-Substitution
Introduces the core concept of integration by substitution (u-substitution), explaining its purpose as the reverse of the chain rule and outlining the foundational steps of the process.
Close
The U-Substitution Process: Indefinite Integrals
Focuses on the step-by-step mechanical process of solving indefinite integrals using u-substitution. Includes examples with polynomial, radical, and basic transcendental functions, and handling constant multipliers.
Show more
10
0
0
svipon_content's avatar
svipon_content
The U-Substitution Process: Indefinite Integrals
Focuses on the step-by-step mechanical process of solving indefinite integrals using u-substitution. Includes examples with polynomial, radical, and basic transcendental functions, and handling constant multipliers.
Close
Notice

Info message.

Dismiss
Notice

Info message.

Dismiss
Notice

Info message.

Dismiss

Confirm Action

Are you sure you want to proceed?


CANCEL
CONFIRM

EXTRA


Prompt

This field is required.


CANCEL
CONFIRM