Problem

For \(C(n)=25n+100\) gives total cost in dollars for nonnegative whole-number orders \(n\), identify constant term with output units, substitution at input\(0\), what input\(0\) means, and contextual interpretation.

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constant term=25 dollars; zero-input substitution=C(0)=25; input-zero meaning=zero orders; contextual interpretation=fixed cost is25 dollars

constant term=100 dollars; zero-input substitution=C(0)=100; input-zero meaning=zero orders; contextual interpretation=model includes a100-dollar fixed cost

constant term=100 dollars/order; zero-input substitution=C(0)=0; input-zero meaning=zero orders; contextual interpretation=each order costs100 dollars

constant term=100 dollars; zero-input substitution=not shown; input-zero meaning=one order; contextual interpretation=first order costs100 dollars

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For \(C(n)=25n+100\) gives total cost in dollars for nonnegative whole-number orders \(n\), identify constant term with output units, substitution at input\(0\), what input\(0\) means, and contextual interpretation.

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