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The value of $\int_{- π / 2}^{π / 2} \log (\frac{2 - \sin θ}{2 + \sin θ}) d θ$ is

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∫−π/2π/2 log⁡2−sin⁡θ2+sin⁡θdθ=0 as the integrand is an odd function.

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The value of ∫−π/2π/2 log⁡2−sin⁡θ2+sin⁡θdθ is

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The value of $\int_{- π / 2}^{π / 2} \log (\frac{2 - \sin θ}{2 + \sin θ}) d θ$ is