(b) Sketch $$ P(x) $$ from $$ x=0 $$ through $$ x=30 $$. Identify the high point of $$ P(x) $$ and interpret this ralue in terms of the understanding of $$ P(x) $$ as a profit function.

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The high point of $$ P(x) $$ represents the maximum profit, which is the optimal production level for maximizing profit.

(b) Sketch \( P(x) \) from \( x=0 \) through \( x=30 \). Identify the high point of \( P(x) \) and interpret this ralue in terms of the understanding of \( P(x) \) as a profit function.

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(b) Sketch \( P(x) \) from \( x=0 \) through \( x=30 \). Identify the high point of \( P(x) \) and interpret this ralue in terms of the understanding of \( P(x) \) as a profit function.

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