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Let \[y=\sin^{-1}x\]. What inverse relation is used for implicit differentiation?

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Question

Let \[y=\sin^{-1}x\]. What inverse relation is used for implicit differentiation?

Options

  • \[x=\cos y\]

  • \[y=\cos x\]

  • \[x=\sin y\]

  • \[y=\sin x\]

MCQ
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Solution

If \[y=\sin^{-1}x\], then the inverse relation is \[x=\sin y\]. This relation permits implicit differentiation with respect to \[x\].

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