Scientists measnd the anal forest los e square kikmeters) in Indonesia from 2000 No 2012. They found the mgression line forest loss= 7500 +(1021xycars since 2000 predicting forest loss, in square kilometen, from years since 200n What is the slape of this line Give your anwer tawhole ber slope What is the interpeetation for the sumerical vale of the slope OFor each year since 2000, forest loss averages about km O For cach year since 2000, foret loss averapes about 1021 kn For each year since 2000, forest loss averages about 7500 km For each year since 2000, foret loss averages about k

Lets test a different hypothesis.  Maybe it is possible that the area of a square can be determined using a ratio based on the length of one side.  Create a graph that shows the ratio of the (side of a square)/(area of a square) as a function of the length of any side (it is a square, all sides are the same).   You could graph it as y=length/area For a 1" square, the ratio of side/area is _____________________________ For a 5" square, the ratio is______________________________ For a 0.1" square, the ratio is_________________________ Can we calculate the area of a square using a ratio of one side?  Does this hypothesis hold true for all sizes of squares?

(7) Two cars (Car A and Car B) travel on parallel east-west roads (Road 1 and Road 2) located 10km apart. Car A is travelling west on Road 1 at a speed of 80km/h. Car B is travelling east on Road 2 at a speed of 50km/h. How fast is the distance between them changing, when the distance between them is 15km? Hint. Draw a picture to get started.

The temp of water “T” in degrees Celsius after being heated for “t” seconds is illustrated by the graph below. a) What is the average rate of change in water temperature from 30 to 80 seconds. Illustrate on graph b) Estimate the instantaneous rate of change in water temperature at 80 seconds. Illustrate on graph make sure to illustrate both parts on the same one graph