Контрольна робота "Похідна функції" алгебра 10 клас

у^'=-7х^-8

у^'=-7х^-6

у^'=-7х⁸

у^'=7х^-8

у^'=7х⁶

у^'=-sinx

у^'=sinx

у^'=-sin²x

у^'=-cosx

у^'=-cos²x

у^'=-34

у^'=34

у^'=-3,4

у^'=-34х²

у^'=34х²

у′=6х²

у′=6х³

у′=6х² - 1

у′=-6х²

у′=3х²

у^′=4х³+1

у^′=-4х³+1

у^′=4х³-1

у^′=4х³+х

у^′=-4х³+х

f′(х)=cosx - sinx

f′(х)=sinx - cosx

f′(х)=cosx +sinx

f′(х)= - cosx

f′(х)= cosx

f′(х)= sinx + x⋅cosx

f′(х)= sinx - x⋅cosx

f′(х)=x⋅sinx - cosx

f′(х)=x⋅sinx + cosx

f′(х)=-x⋅sinx + cosx

у^′=20х³-8

у^′=-20х³-8

у^′=20х⁴-8

у^′=20х³-8х

у^′=20х³-8х-2,1

у′ = 11 / (х + 4)²

у′ = -11 / (х + 4)²

у′ = (11+4х) / (х + 4)²

у′ = 11 / (х - 4)²

у′ = 11 / (х + 4)

у^'= ( x cosx - sinx) / x²

у^'= ( x cosx + sinx) / x²

у^'= ( x cosx - sinx) / x

у^'= ( cosx - sinx) / x²

у^'= ( cosx - sinx) / x

y^' = 3х² cos x – x³ sin x

y^' = 3х² cos x + x³ sin x

y^' = 3х cos x – x³ sin x

y^' = 3х² cos x – x sin x

y^' = 3х² cos x – x² sin x

y^' = 7cos7x

y^' = -7cos7x

y^' = -cos7x

y^' = 7cosx

y^' = 7sin7x

y^' = -7sin(7x+4)

y^' = -7sin(7x-4)

y^' = 7sin(7x+4)

y^' = -sin(7x+4)

y^' = -sin(7x-4)

y^' = 49(7x+4)⁶

y^' = 7(7x+4)⁶

y^' = (7x+4)⁶

y^' = -49(7x-4)⁶

y^' = -(7x+4)⁶

y^' = -4cos³xsinx

y^' = 4cos³xsinx

y^' = -cos³xsinx

y^' = cos³xsinx

y^' = -4cos³x

y^' = (8x+5)cos(4x²+5x-2)

y^' = (8x-5)cos(4x²+5x-2)

y^' = 8xcos(4x²+5x-2)

y^' = (8x+5)cos(4x²+5x)

y^' = (8x+5)cos(4x²-5x-2)