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At what angular frequency will the voltage be maximized? (Equation coming)
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\[V= \frac{ I \omega \cos(\omega t + \tan^{-1} (\frac{ \frac{- \omega L }{ R } }{ (1-\omega ^{2} LC) })) }{ \sqrt{(1-\omega^2 LC)^2 + (\frac{ \omega L }{ R })^2} }\]
I'm pretty sure that I'm supposed to take the derivative of the function with respect to 't'. Then, set it equal to zero and solve for w in terms of R,L,C,I
..how though?
what makes you so sure?
I'm not 100% sure. If you can think of any other methods that would be great.
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