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updated number of mom-chi-2
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proof_id: "P172"
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proof_id: "P175"
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shortcut: "mom-chi-2"
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username: "kjpetrykowski"
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This leads to the desired result when $m$ $> -\frac{k}{2}$ \
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Observe that if $m$ is a nonnegative integer, then $m$ $> -\frac{k}{2}$ is always true. Therefore,
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all moments of a chi-square distribution exist and the m-th moment is given by this foregoing equation.
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all moments of a chi-square distribution exist and the m-th moment is given by this foregoing equation.

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