Page 10 - e-Modul Turunan Fungsi Aljabar

− Sifat-sifat

: turunan

′
( )
( + ℎ) − ( ) 
= lim ,
ℎ→0 ℎ ( ) = , ℎ:
′
( ) = 0
ℎ :
Contoh =

′
( ) = 4 + 3, ( )?

: ( ) = , ℎ:

′
( ) = 4 + 3 → ( + ℎ) = 4( + ℎ) − 3 ( ) = 1

ℎ ℎ:


( + ℎ) − ( ) ( ) = . , ℎ:
′
( ) = lim ′ −1
ℎ→0 ℎ ( ) = . ( )

(4( + ℎ) + 3) − (4 + 3)
′
( ) = lim  ℎ ℎ
ℎ→0 ℎ
( ) = ( ) ± ( ), ℎ:
(4 + 4ℎ + 3) − (4 + 3) ( ) = ( ) ± ′( )
′
′
′
( ) = lim
ℎ→0 ℎ
4ℎ  ℎ
′
( ) = lim ( ) = ( ). ( ), ℎ:
ℎ→0 ℎ
′
′
( ) = ( ). ( ) + ( ). ′( )
( ) = 4
′
RUmus turunan  ℎ
( )
( ) = ( ) , ℎ:
′
: ( ) = ( ). ( ) − ( ). ′( )
′
2
( )
( ) = . , ℎ:

Link materi
′
( ) = . ( ) −1
https://www.youtube.com/watch
ℎ : ?v=6HPjHDtYKX0&ab_channel=I-
= MathTutorial 10
=