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(((x-1)^1)/2)'The calculation above is a derivative of the function f (x)

(((x-1)^1)'*2-((x-1)^1*(2)'))/(2^2)

(1*(x-1)^(1-1)*(x-1)'*2-((x-1)^1*(2)'))/(2^2)

(1*(x-1)^(1-1)*((x)'+(-1)')*2-((x-1)^1*(2)'))/(2^2)

(1*(x-1)^(1-1)*((-1)'+1)*2-((x-1)^1*(2)'))/(2^2)

(1*(x-1)^(1-1)*(0+1)*2-((x-1)^1*(2)'))/(2^2)

(1*(x-1)^(1-1)*1*2-((x-1)^1*(2)'))/(2^2)

(1*2-((x-1)^1*(2)'))/(2^2)

(1*2-((x-1)^1*0))/(2^2)

1/2

| Derivative of (x-1)^2 | | Derivative of cos(x)^2 | | Derivative of x^4 | | Derivative of e^(2x) | | Derivative of e^2x | | Derivative of 2x*cos(x^2) | | Derivative of e^x | | Derivative of sin(x^2)+2 | | Derivative of 2x^2-14x |

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