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Evaluate the following integrals:

\(\int \frac{cos\, x}{cos(x + \alpha)} dx\)

∫ (cos x)/(cos (x + α)) dx

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\(\Rightarrow \int \frac{cos\, x}{cos(x + \alpha)} dx\)

∫ (cos x)/(cos (x + α)) dx

Now α is a constant

⇒ x cos α - sin α log |cos (x + α)| + c

x cos α - sin α log |cos(x + α)| + c

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