Why don't we take negative values of the argument in $\cosh^{-1}=x\pm \sqrt{x^2+1}$?
and write only
$$\cosh^{-1}x = \ln(x+\sqrt{x^2+1})$$
Why don't we take negative values of the argument in $\cosh^{-1}=x\pm \sqrt{x^2+1}$?
and write only
$$\cosh^{-1}x = \ln(x+\sqrt{x^2+1})$$
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