"Похідна"

y′ =3x² + 1 + 4x³

y′ = 3x² - 1

y′ = x² - 4x³

y′ = 3x²+ x +1

y′ = cos x - sin x

y′ = cos x + sin x

y′ = sin 2x

y′ = sin x - cos x

y′ = 3x² - 1/соs²x

y′ = -x + ctgx

y′ = -3x² +1/cos²x

y′ = -3x² + 1/sin²x

y′ = x² - 2x +1

y′ = 3x² - 2x +1

y′ = 2x² - 2x +1

y′ = 3x² +1

y′ = 6x⁵ + 1/cos²x

y′ = 6x⁵ + 1/sin²x

y′= 6x⁵ + 1/сos²x + 1/sin²x

y′ = x⁵ + 1/сos²x

y′ = 6x + 5

y′ = 3x - 5

y′ = x + 6

y′ = 6x - 5

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0

2

-1

y′ = 2xcosx + x²sinx

y′ = 2xcosx - x²sinx

y′ = xcosx -x²

y′ = 2xcosx - sinx

y′ = cos(3x + 5)

y′ = 3cos(3x + 5)

y′ = 3sin(3x + 5)

y′ = 3cos(3x - 5)

y′ = 70(6 -7x)⁹

y′ = 10(6 - 7x)9

y′ = -70(6 - 7x)⁹

y′ = -70(6 + 7x)⁹

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