Second, the range of the inverse tangent function, \(\tan^{-1}(x)\), is \(-\pi/2 < x < \pi/2\).
So, if we have \(\tan^{-1}(\tan(x))\), the result will be the value of x that falls within the range of \(-\pi/2 < x < \pi/2\).
In this case, x = -0.4, which is
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