Problem Statement
Let $r$, $s$, and $t$ be the three roots of the equation $8x^3 + 1001x + 2008 = 0$.
Find $(r + s)^3 + (s + t)^3 + (t + r)^3$.
Let $r$, $s$, and $t$ be the three roots of the equation $8x^3 + 1001x + 2008 = 0$.
Find $(r + s)^3 + (s + t)^3 + (t + r)^3$.
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