Write $4\left(e^{11 x}+e^{3 x}-e^{-3 x}-e^{-11 x}\right)$ as $a \cosh (b x) \sinh (c x)$ for some $a, b$, and $c$.

Name: Write $4\left(e^{11 x}+e^{3 x}-e^{-3 x}-e^{-11 x}\right)$ as $a \cosh (b x) \sinh (c x)$ for some $a, b$, and $c$.
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The Answer of Write $4\left(e^{11 x}+e^{3 x}-e^{-3 x}-e^{-11 x}\right)$ as $a \cosh (b x) \sinh (c x)$ for some $a, b$, and $c$.

Write 4(e11x+e3x−e−3x−e−11x)4\left(e^{11 x}+e^{3 x}-e^{-3 x}-e^{-11 x}\right)4(e11x+e3x−e−3x−e−11x) As acosh⁡(bx)sinh⁡(cx)a \cosh (b x) \sinh (c x)acosh(bx)sinh(cx)

Write $4\left(e^{11 x}+e^{3 x}-e^{-3 x}-e^{-11 x}\right)$ As $a \cosh (b x) \sinh (c x)$