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Integrale

Integrale

Last update 

Grundintegrale

Items (25)

  • f=0

    F=0

  • f=k

    F=kx

  • f=x^n (n unlgeich -1)

    F=1/n+1 x^n+1

  • f=x^n (n lgeich -1)

    F=ln |x|

  • f=nx^n-1

    F=x^n

  • f=x

    F=1/2x^2

  • f=2x

    F=x^2

  • f=x^2

    F=1/3x^3

  • f=wurzel(x)

    F=2/3x^3/2

  • f=nwurzel(x)

    F=n/n+1(ntewurzeln(x))^n+1

  • f=3x^2

    F=x^3

  • f=1/wurzel(x)

    F=2wurzel(x)

  • f=1/n(nwurzel(x))^n-1

    F=ntewurzel(x)

  • f=-2/x^3

    F=1/x^2

  • f=-1/x^2

    F=1/x

  • f=e^x

    F=e^x

  • f=e^kx

    F=1/k*e^kx

  • f=a^xlna (a>0)

    F=a^x

  • f=a^x

    F=a^x/lna

  • f=1/x

    F=ln|x|

  • f=x^n*ln(x)

    F=n^n+1/n+1*(lnx-1/n+1) , n>=0

  • f=u'(x)lnu(x)

    F=u(x)lnu(x)-u(x)

  • f=loga(x)

    F=1/lna+(xlnx-x)

  • f=sinx

    F=-cosx

  • f=cosx

    F=sinx