[See Solution] SALES The manager of the Many Facets jewelry store models total sales by the function S(t)=(2,000 t)/(4+0.3 t) where t is the time (years)
Question: SALES The manager of the Many Facets jewelry store models total sales by the function
\[S(t)=\frac{2,000 t}{4+0.3 t}\]where \(t\) is the time (years) since the year 2000 and \(S\) is measured in thousands of dollars.
- At what rate are sales changing in the year 2002?
- What happens to sales in the "long run" (that is, as \(t \rightarrow+\infty)\) ?
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