Functie Afgeleide f `(x)= Primitieve F(x)= / = 4 / = 34 f (x)= (x!4)3 f (x

Functie Afgeleide f ' (x) = Primitieve F(x) = ! ! = ! ! ! ! = 3! ! f (x) = (x ! 4)3 f (x) = 3(2 ! x)4 !
! ! = (2! − 3) ! ! = (3 − 2!)! ! ! = 5(2! − 3)! f (x) = e x f (x) = e 2 x f (x) = 4e3x f (x) = e 2 x+3 f (x) = 4e 2 x+3 f (x) = 2e3!4 x f (x) = ln x f (x) = ln 2x f (x) = 4 ln 2x f (x) = 4 ln(2x !1) f (x) = ln(e ! x) f (x) = ln x ! e f (x) = ln x ! e x f (x) =
1
x
1
x+2
3
f (x) =
x+2
3
f (x) =
2 ! 4x
!3
f (x) =
4x ! 2
f (x) = sin x f (x) = sin 2x f (x) = sin(2x + 3) f (x) = sin 3x + 2 1
f (x) = sin(2x + ! ) 3
1
f (x) = sin( ! ! 2x) 3
f (x) = cos x f
f (x) = cos2x ! !
f (x) = cos(2x + 3) ! !
f (x) = cos3x + 2 ! !
1
f (x) = cos(2x + ! ) 3
1
f (x) = cos( ! ! 2x) 3
f (x) = 3x f (x) = 3x + 4 f (x) = 452 x f (x) = 2 log x f (x) = 3 log x f (x) = 3 log(x + 2) f (x) =
f (x) = log(x + 3) f (x) = log(3x + 2) f (x) = log(x 2 + 3) 2x + 5
x!4
4x ! 2
f (x) =
2x ! 2
!5x +1
f (x) =
x+2
f (x) = (2x +1)e x f (x) = (2x +1)e3x f (x) = e x (1! x 2 ) f (x) = e x ln x f (x) = (x ! e)ln(e ! x) x2
f (x) = x e
ln x
f (x) = x e
f (x) =
f (x) = (x ! 3)(x 2 + 4)