похідна

у′ = 7х⁶ - 5х⁴ - 2х

у′ = 21х⁶ - 30х⁴ - 8х + 17

у′ = 3х⁶ -6х⁴-4х

у′ = 21х⁶ - 30х⁴ - 8х

у′ = х²+√3⋅cos(х) + sin(П/3) - 6х

у′ = х³ + √3⋅cos(х) - 6х

у′ = х² + √3⋅cos(х) - 6х

у′ = х² + √3⋅sin(х) - 6х

f '(x)=3/x⁵-6/x³

f '(x)=-12/x³+12/x⁵

f '(x)=12/x³-12/x⁵

f '(x)=3/4x³-3/x

-3; 3

-3; 0; 3

-1; 0; 1

-1; 1

y′ = 8x⁷−12x³+4

y′ = 8x⁷−12x³−1

y′ = 8x⁸−3x³

y′ = 8x⁷−12x³−x

f'(x)=−36x^-2+50x^-9

f'(x)=12x^-4−5x^-11

f'(x)=−36x^-4+50x^-11

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

f'(x)=3x⁵ + ³∕₂x

f'(x)=3x⁵ + ³∕₂x - 1

f'(x)=12x⁵ + ³∕₂x- π

f'(x)=6x⁵ + x

t'(x)=12x²+3cosх

t'(x)=7x⁴+3sinх - 1

t'(x)=12x²−3cosx - e^x

 t'(x)=7x²−3cosх - e^x

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

5

-1

4

2

y'=2x⁵

y'=2+6х⁵

y'=2х+6х

y'=2