1.(6х⁵)'=2.(3cos x + 4sin x)'=3.(√x - cos x)'= 4.(4cos x - 5)'=5.(x4 + 5sin x)'= 6.(x²-3x⁷ + cos x)=7.(1/x - tg x)'=8.(x ^{ - 2} + \cos \: x) = 9.(12x - 2x ^{ - 1} + 3x ^{5} ) = 10. 3/x + ctg x=​

(6x^5)' = 30x^4

(3cos x + 4sin x)' = -3sin x + 4cos x

(√x - cos x)' = 1/(2√x) + sin x

(4cos x - 5)' = -4sin x

(x^4 + 5sin x)' = 4x^3 + 5cos x

(x^2 - 3x^7 + cos x)' = 2x - 21x^6 - sin x

(x - 2 + cos x)'

= (x)' - (2)' + (cos x)'

= 1 - 0 - (-sin x)

= 1 + sin x

(12x - 2x^3 + 3x^5)'

= (12x)' - (2x^3)' + (3x^5)'

= 12 - 6x^2 + 15x^4

(3/x + ctg x)' = -3/x^2 - csc^2 x