La primera derivada de P_n(x) = a_0 + a_1 \, (x-a) + a_2 \, (x-a)^2 + \dots +...

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La primera derivada de P_n(x) = a_0 + a_1 \, (x-a) + a_2 \, (x-a)^2 + \dots + a_n\, (x-a)^n respecte de x, en  x=a és

P_n' (a)= 2a_2

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cap de les altres és correcta

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P_n' (a)= 2a_2 + 3\cdot 2 a_3 \, (x-a) + \dots n (n-1) a_n \, (x-a) ^{n-2}

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P_n' (a)= a_1

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P_n '(a) = a_1 + 2a_2\, (x-a) + 3a_3 \, (x-a)^2 + \dots n a_n \, (x-a) ^{n-1}

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