148 The point (10, 101) lies on the graph of the regression equation. What does that point mean for the situation? At this rate, what will be the mosquito population after 2 weeks? People in the...

Extracted text: 148 The point (10, 101) lies on the graph of the regression equation. What does that point mean for the situation? At this rate, what will be the mosquito population after 2 weeks? People in the United States are drinking less of a certain juice than they have in the past. # years since # of gallons of juice "A" per year 1980 10.5 8.3 10 7.0 15 5.7 20 4.2 25 3.8 30 2.9 Is this exponential growth or decay? Use your regression equation to predict how much of the juice the average person drank in the year 2012. about gallons


Extracted text: The questions below can be answered using the tables or the regression equations found in the problem above. The mosquito population in a local park is changing exponentially. of days of mosquitos 650 538 442 2. 3 384 4. 309 250 220 162 7. 8 148 The point (10, 101) lies on the graph of the regression equation. What does that point mean for the situation? At this rate, what will be the mosquito population after 2 weeks? People in the United States are drinking less of a certain juice than they have in the past. # years since #of gallons of 1980 juice "A" per year 10.5 8.3 10 7.0 15 5.7