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For \[\sec^{-1}(3x-1)\], which condition on \[3x-1\] is required?

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Question

For \[\sec^{-1}(3x-1)\], which condition on \[3x-1\] is required?

Options

  • \[3x-1\leq-1\quad\text{or}\quad3x-1\geq1\]

  • \[0<3x-1<\pi\]

  • \[-1\leq3x-1\leq1\]

  • \[3x-1\geq0\]

MCQ
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Solution

The input \[u\] of \[\sec^{-1}(u)\] must satisfy \[|u|\geq1\]. Therefore \[u\leq-1\] or \[u\geq1\], with \[u=3x-1\].

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