Похідна функції

y^'=5х⁶

y'=6х⁵

y'=6х⁶

y'=х⁵

у'=х^-4

у'=-3х^-3

у'=-3х^-4

у'=-3х^-2

f'(x)=3x⁵ +6x²

f'(x)=3x⁵ +5x²

f'(x)=4x⁵ +6x²

f'(x)=4x⁵ +5x²

f^'(x)=10x⁸

f'(x)=8x⁹

f'(x)=9x¹⁰

f'(x)=9x⁸

f'(x)=4x¹²

f'(x)=3x¹¹

f'(x)=4x¹¹

f'(x)=⅓x¹¹

g'(x)=3x³+17х¹⁷-1

g'(x)=3x²+17х¹⁶

g'(x)=3x²+17х¹⁶+1

g'(x)=x³+x¹⁷

t^'(x)=-sinx+20х³

t^'(x)=cosx+20х³

t'(x)=sinx+9х³

t'(x)=cosx+9х³

f'(x)=-5x+2х⁴

f^'(x)=-5x-2х⁴

f'(x)=-6x+2х⁴

f'(x)=-6x-2х⁵

f^'(x)=−4x^-3−3х^-3

f'(x)=−4x^-4−3х^-5

f'(x)=−21x^-2+3х^-3

f'(x)=−21x^-4+3х^-5

f^'(x)=22х¹²−3cosx+1

f'(x)=22х¹⁰−3sinx

f'(x)=22х¹⁰+3sinx

f'(x)=22х¹⁰−3sinx+1

3

-3

-1

1

1

6

-6

-1

-117

135

-153

117

p^'(x)=54x⁵

p'(x)=15x⁵

p'(x)=9x⁵

p'(x)=3x⁵

f^'(x)=5x¹¹

f'(x)=6x¹²

f'(x)=10x¹¹

f'(x)=11x¹¹

f^'(x)=-9x⁸

f^'(x)=-3x⁸

f^'(x)=-12x⁹

f^'(x)=-9x¹²

f^'(x)=-15x¹⁴

f'(x)=-15x^-16

f'(x)=-15x¹⁶

f'(x)=-15x^-14

f'(x)=−36x^-2+50x^-9

f'(x)=12x^-4−5x^-11

f'(x)=−36x^-4+50x^-11

f'(x)=12x^-2+50x^-9

t'(x)=12x²+3cosх

t'(x)=7x⁴+3sinх

t'(x)=7x⁴−3sinх

t'(x)=12x²−3cosх

f^'(x)=35x⁴−21/х⁸

f'(x)=35x⁴+21/х⁸

f'(x)=12x⁴+10/х⁸

f'(x)=35x⁶+21/х⁸