Find the point of diminishing returns ( $$ x, y $$ ) for the function $$ R(x) $$, where $$ R(x) $$ represents revenue (in thousands of dollars) and $$ x $$ represents the amount spent on advertising (in thousands of dollars) $$ R(x)=10,000-x^{3}+42 x^{2}+600 x, 0 \leq x \leq 20 $$ The point of diminishing returns is $$ \square $$ (Type an ordered pair)

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The point of diminishing returns is at $$ (14, 23.888) $$.

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