Primitive of Reciprocal of p plus q by Cosine of a x/Also presented as
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Primitive of $\frac 1 {p + q \cos a x}$: Also presented as
This result can be seen presented in different forms.
$p^2 < q^2$: Also presented as
The result for $p^2 < q^2$ is also seen presented in the form:
- $\ds \int \frac {\d x} {p + q \cos a x} = \frac 1 {a \sqrt {q^2 - p^2} } \ln \size {\dfrac {q + p \cos a x + \sqrt {q^2 - p^2} \sin a x} {p + q \cos a x} } + C$