f(x)=a F(x)=ax+c f(x)=x F(x)=1/2x^2 f(x)=x^n F(x)=(x^(n+1))/n+1 f(x)=1/x F(x)=ln(x) f(x)=1/x^n F(x)=(-1/(n-1))*(1/x^(n-1) f(x)=1/sqrt(x) F(x)=2sqrt(x) f(x)=e^x F(x)=e^x f(x)=cos(x) F(x)=sin(x) f(x)=sin(x) F(x)=-cos(x) f(x)=up+vp F(x)=u+v f(x)=up*u^n F(x)=(1/(n+1))u^(n+1) f(x)=up/u^n F(x)=(-1/((n-1)u^n-1)) f(x)=up/u F(x)=ln(u) f(x)=up/sqrt(u) F(x)=2sqrt(u) f(x)=up*e^u F(x)=e^u f(x)=-up*sin(u) F(x)=cos(u) f(x)=up*cos(u) F(x)=sin(u)