The percentage of American homes with computers grew exponentially from 1994 to 1999. For $t = 0$ in 1994, the growth law was $$P(t) = {25.85\cdot 10^{0.052t}}$$ [Source: Los Angeles Times, August 20, 1999]

1. What percent of American homes had computers in 1994?
   Answer: %
2. If the percentage of homes with computers continued to grow at the same rate, when did 90% of American homes have a computer?
   Answer: $t\approx$, which was the year ? 2004 2005
3. Do you think that the function $P(t)$ will continue to model the percentage of American homes with computers? Why or why not?
   Yes: The percentage will continue increasing, faster and faster.
   No: the percent of homes with computers cannot exceed 100%.