Déterminer les intégrales indéfinies suivantes

n=0;
n++;int[n]=Integrale[5,x];
n++;int[n]=Integrale[x,x];
n++;int[n]=Integrale[3x,x];
n++;int[n]=Integrale[-2x^2,x];
n++;int[n]=Integrale[HoldForm[x^2-4x+3],x];
n++;int[n]=Integrale[HoldForm[-5x^2],x];
n++;int[n]=Integrale[HoldForm[7x-1],x];
n++;int[n]=Integrale[HoldForm[x^2/3],x];
n++;int[n]=Integrale[3x^4,x];
n++;int[n]=Integrale[HoldForm[(x-5)/3],x];
n++;int[n]=Integrale[-2x,x];
n++;int[n]=Integrale[HoldForm[4-3x],x];
n++;int[n]=Integrale[HoldForm[x^3+2x^2],x];
n++;int[n]=Integrale[HoldForm[x^3-x^2+x-1],x];
n++;int[n]=Integrale[HoldForm[-3/x^2+x+1],x];
n++;int[n]=Integrale[HoldForm[(3-5x)/4],x];
n++;int[n]=Integrale[HoldForm[5x+3+5/x^2],x];
n++;int[n]=Integrale[HoldForm[3(x^2+x)],x];
n++;int[n]=Integrale[HoldForm[x+2/Sqrt[x]],x];
n++;int[n]=Integrale[HoldForm[(x-1)(x+1)],x];
n++;int[n]=Integrale[HoldForm[3x^2+2x+2],x];
n++;int[n]=Integrale[x^9,x];
n++;int[n]=Integrale[1/x^4,x];
n++;int[n]=Integrale[5/x^7,x];
n++;int[n]=Integrale[HoldForm[5x+2/x^2],x];
n++;int[n]=Integrale[HoldForm[(2x-5)^2],x];
n++;int[n]=Integrale[HoldForm[(3x-2)^2/x],x];

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

Solutions

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