Calculer la fonction dérivée des fonctions suivantes

n=0;
n++;
f[n]=-5x;

n++;
f[n]=3x;
n++;
f[n]=x+2;
n++;
f[n]=5-7x;
n++;
f[n]=2x^2-5x+6;n++;
f[n]=3x^5-2x^3+3x^2-7x+2;n++;
f[n]=2Sqrt[x];n++;
f[n]=Sqrt[x]-3x^2;n++;
f[n]=2Sqrt[x];n++;
f[n]=Sqrt[x]-3x^2;
n++;
f[n]=(x^(1/3))+2;
n++;
f[n]=5x-1/x;
n++;
f[n]=2/x^2-3/x^3;
n++;
f[n]=(x+1)(3x-2);
n++;
f[n]=(2x-3)(x+5);
n++;
f[n]=(x^2-1) Sqrt[x];
n++;
f[n]=(x+2)/(x-3);
n++;
f[n]=(2x^2-1)/(x+5);
n++;
f[n]=(x-2)^3;
n++;
f[n]=(5x-4)^6;

Do[Print[i,") ",f[i]],{i,1,n}]

Solutions

Do[Print[i,") ",Derivee[f[i],x]],{i,1,n}]