Question: Using the result found in the preceding problem, and supposing that (n^{2}(r)=) (1+alpha / r^{2}) (where (alpha) is a constant), find the light-ray trajectory expressed

Using the result found in the preceding problem, and supposing that \(n^{2}(r)=\) \(1+\alpha / r^{2}\) (where \(\alpha\) is a constant), find the light-ray trajectory expressed either as \(r(\theta)\) or \(\theta(r)\).

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