Math  /  Calculus

QuestionUse L'Hopital to determine the following limit (where tt is regarded as a constant): limω50cos(ωt)cos(50t)2500ω2\lim _{\omega \rightarrow 50} \frac{\cos (\omega t)-\cos (50 t)}{2500-\omega^{2}}

Studdy Solution
The limit is tsin(50t)100\frac{t\sin(50t)}{100}.

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