Résoudre une équation du type ln(u(x))=k Exercice

S=\left\{ \dfrac{e-12}{2} \right\}

S=\left\{ \dfrac{-11}{2} \right\}

S=\left\{ \dfrac{12-e}{2} \right\}

S=\left\{ -6 \right\}

S=\left\{ -e^{-3}-1 \right\}

S=\left\{ e^{3}-1 \right\}

S=\left\{2 \right\}

S=\left\{ e^{-3}+1 \right\}

S=\left\{ 4-e^4\right\}

S=\left\{ e^4-4\right\}

S=\left\{ 4-ln4\right\}

S=\left\{ 0\right\}

S=\left\{ \dfrac{ 2-e^{\frac{1}{3}}}{3}\right\}

S=\left\{ \dfrac{ 2+e^{\frac{1}{3}}}{3}\right\}

S=\left\{-\dfrac{1}{3}\right\}

S=\left\{ \dfrac{5}{9}\right\}

S=\left\{ -\sqrt{e^2+1};\sqrt{e^2+1} \right\}

S=\left\{ - \sqrt{3};\sqrt{3}\right\}

S=\left\{ \sqrt{1+ln2}\right\}

S=\left\{ -e-1;e+1 \right\}

S=\left\{-\dfrac{1}{2};2\right\}

S=\left\{2\right\}

S=\left\{-\dfrac{5}{8};2\right\}

S=\left\{\dfrac{3}{4};2\right\}