2.3 Dassic Differentiation Rules
let's nd the derivative of the following losing dat of
derivatives)
1. fexs =c le is a constant)
く
f'(x) = xth) - fexs
cim C-C
h
=0
2. f(x) = x², n is a positive interger
fεxs=
Lim
(x64)"x"
h+o
h
injal
Bioromical Theorem ala-...
(a+b)^= a² m² ² 1b +
2
(2-1).
2
Power Rule: $x(x^) = √x" for way
real value r
to
(+18)=18x!?
(7)³ x²
Q.
3. Sive and cosine Ling singe = / um cose-1=0
Ө
sin (w+b) = sib(a) cos(b) + costal six (6)
220
Ө
d
dx
L
sincas = cos(x) tx (os(x)=sin(x)
4. c fors and x) + g(x) (assume foxes and guns une differenterable)
fchers; c x) = cf(x) Fc (boxsagues) = ors+ glas)
d
fi fi fl fi fl
let's nd the derivative of the following losing dat of
derivatives)
1. fexs =c le is a constant)
く
f'(x) = xth) - fexs
cim C-C
h
=0
2. f(x) = x², n is a positive interger
fεxs=
Lim
(x64)"x"
h+o
h
injal
Bioromical Theorem ala-...
(a+b)^= a² m² ² 1b +
2
(2-1).
2
Power Rule: $x(x^) = √x" for way
real value r
to
(+18)=18x!?
(7)³ x²
Q.
3. Sive and cosine Ling singe = / um cose-1=0
Ө
sin (w+b) = sib(a) cos(b) + costal six (6)
220
Ө
d
dx
L
sincas = cos(x) tx (os(x)=sin(x)
4. c fors and x) + g(x) (assume foxes and guns une differenterable)
fchers; c x) = cf(x) Fc (boxsagues) = ors+ glas)
d
fi fi fl fi fl
