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Omni-MATH / Let S denote the set of all triples (i,j,k) of positive integers where i+j+k=17. Compute ∑_((i,j,k)∈S)ijk

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problem

Let SS denote the set of all triples (i,j,k)(i, j, k) of positive integers where i+j+k=17i+j+k=17. Compute ∑(i,j,k)∈Sijk\sum_{(i, j, k) \in S} i j k
Plain-text mathematical notation (without MathML)
Let S denote the set of all triples (i,j,k) of positive integers where i+j+k=17. Compute ∑_((i,j,k)∈S)ijk
Original LaTeX notation
Let $S$ denote the set of all triples $(i, j, k)$ of positive integers where $i+j+k=17$. Compute $$\sum_{(i, j, k) \in S} i j k$$

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