Final answer:
Approximately 75.5% of the U.S. population had internet access in 2005. In approximately 2014.91, 89% of the U.S. population will have internet access.
Step-by-step explanation:
To find the percent of the U.S. population with internet access in a given year, we can substitute the year into the equation and solve for 'p'. For the year 2005, t would be 2005 - 1990 = 15.
Let's plug in the values:
25p - 34(15) = 1378
25p - 510 = 1378
25p = 1888
p = 1888/25
p = 75.52
So, approximately 75.5% of the U.S. population had internet access in 2005.
To find the year when 89% of the U.S. population will have internet access, we can substitute 'p' into the equation and solve for 't'.
Let's plug in the values:
25(89) - 34t = 1378
2225 - 34t = 1378
-34t = 1378 - 2225
-34t = -847
t = -847 / -34
t = 24.91
Since 't' represents the number of years after 1990, we need to add 24.91 to 1990 to find the year.
The year when 89% of the U.S. population will have internet access is approximately 2014.91.