ACJC Tutorial 24 Q5

ACJC Tutorial 24 Q5

Tutorial

Using the substitution \(z=\theta -y\) , solve the differential equation \(\frac{\mathrm{d}y}{\mathrm{d}\theta }=1-\cos \left( \theta -y \right)\).

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Answer:\(\sec(\theta - y) + \tan(\theta - y) = Ae^{\theta}\)

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