\require{AMSmath} Toets Bereken: $\eqalign{ & a.\,\,\,\int {\frac{{{e^{\frac{1}{x}}}}}{{{x^2}}}} \,dx \cr & b.\,\,\,\int {\frac{1}{{x\left( {1 + {{\ln }^2}x} \right)}}\,dx} \cr & c.\,\,\,\int {\frac{1}{{x \cdot \ln \left( {\sqrt x } \right)}}} \,dx \cr & d.\,\,\,\int {\frac{{\sqrt x }}{{1 + \sqrt x }}} \,dx \cr} $ ©2004-2024 WisFaq
\require{AMSmath}
Bereken: $\eqalign{ & a.\,\,\,\int {\frac{{{e^{\frac{1}{x}}}}}{{{x^2}}}} \,dx \cr & b.\,\,\,\int {\frac{1}{{x\left( {1 + {{\ln }^2}x} \right)}}\,dx} \cr & c.\,\,\,\int {\frac{1}{{x \cdot \ln \left( {\sqrt x } \right)}}} \,dx \cr & d.\,\,\,\int {\frac{{\sqrt x }}{{1 + \sqrt x }}} \,dx \cr} $
Bereken:
$\eqalign{ & a.\,\,\,\int {\frac{{{e^{\frac{1}{x}}}}}{{{x^2}}}} \,dx \cr & b.\,\,\,\int {\frac{1}{{x\left( {1 + {{\ln }^2}x} \right)}}\,dx} \cr & c.\,\,\,\int {\frac{1}{{x \cdot \ln \left( {\sqrt x } \right)}}} \,dx \cr & d.\,\,\,\int {\frac{{\sqrt x }}{{1 + \sqrt x }}} \,dx \cr} $
©2004-2024 WisFaq