Question: The monthly income \(I\), in dollars, from a new product is given by \(I(t)=8600-5500 e^{-0.051}\) where \(t\) is the time in months, since the product was put on the market.

1. What was the monthly income after the 10 ^th month and after the 100 ^th month?
2. What will the monthly income from the product approach as the time increases without bound?

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