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From \[v+x\frac{dv}{dx}=\frac{v\cos v+1}{\cos v}\], what is \[x\frac{dv}{dx}\]?

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Question

From \[v+x\frac{dv}{dx}=\frac{v\cos v+1}{\cos v}\], what is \[x\frac{dv}{dx}\]?

Options

  • \[\cos v\]

  • \[\frac{1}{\cos v}\]

  • \[v\cos v+1\]

  • \[\frac{v}{\cos v}\]

MCQ
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Solution

Subtract \[v\] from \[\frac{v\cos v+1}{\cos v}\]. Since \[v=\frac{v\cos v}{\cos v}\], the remaining expression is \[\frac{1}{\cos v}\].

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