Download App
Google Android
Apple iOS
Huawei
English
English
Malay
Guest
Login
Register
Home
Quiz
Battle
Practice
Class
Classes List
Timetable
Assignments
Learn
Learning Hub
Quick Notes
Videos
Experiments
Textbooks
Login
Register
Download App
Google Android
Apple iOS
Huawei
EN
MS
Additional Mathematics
Practice
Additional Mathematics
Indefinite Integral
Additional Mathematics
Question
Indefinite Integral
0
Not quite remember
0
I easily remember
0
%
∫ a dx = ax + c
where a and c are constants
where a and c are constants, n is an integer and n ≠ –1
Addition or subtraction rule
∫ [f (x) ± g(x)] dx = ∫ f (x) dx ± ∫ g(x) dx
Given the gradient function dy/dx = f'(x),
the equation of curve for that function is y = ∫ f'(x) dx
where a and b are constants, n is an integer and n ≠ –1
Integration
reverse process of differentiation
If d/dx[ f (x)] = f'(x),
then the integral of f'(x) with respect to x is ∫ f'(x) dx = f (x)
Indefinite integrals
Substitution method
Indefinite integral for functions in the form of (ax+b)^n, where a and b are constants, n is an integer and n ≠ –1
The equation of the curve
can be obtained from the gradient function by integration
Not quite remember
I easily remember
Show answer
Previous
Show answer
Show question
Next
Report this flashcard
Indefinite Integral
Practice Flashcard Now
You’ve practice this deck
View answer
Return to the Additional Mathematics flashcard list
Quiz
Videos
Notes
Account