writing sinh inverse (-(48/55)) in logarithim form

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writing sinh inverse (-(48/55)) in logarithim form

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writing sinh inverse (-(48/55)) in logarithim form

Guest Jul 7, 2014

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inverseSinh

Alan Jul 7, 2014

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writing sinh inverse (-(48/55)) in logarithim form

$\\\boxed{\sinh^{-1}{(x)}=\ln{(x+ \sqrt{x^2+1} }) }\\ \\ \sinh^{-1}{( -{48 \over 55} )} = \ln{ \left(-{48 \over 55} +\sqrt{ (-{48 \over 55} )^2+1} \right)} \\\\ =\ln{(0.45454545455)}\\\\ =-0.78845736036$

heureka Jul 7, 2014

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heureka · Answer 1 · 2014-07-07T04:18:01

writing sinh inverse (-(48/55)) in logarithim form

$\\\boxed{\sinh^{-1}{(x)}=\ln{(x+ \sqrt{x^2+1} }) }\\ \\ \sinh^{-1}{( -{48 \over 55} )} = \ln{ \left(-{48 \over 55} +\sqrt{ (-{48 \over 55} )^2+1} \right)} \\\\ =\ln{(0.45454545455)}\\\\ =-0.78845736036$

writing sinh inverse (-(48/55)) in logarithim form

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writing sinh inverse (-(48/55)) in logarithim form

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