Question: Revenue: The rate of change in revenue for the computer and data processing industry in the United States from 1985 through 1998 can be modeled by

\(\frac{d R}{d t}=0.1056 t^{2}+550.9 e^{-t}\)

where R is the revenue (in billions of dollars) and t = 5 represents 1985. In 1985, the revenue was $45.1 billion. What was the average revenue for 1985 through 1998?

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