The use of small aircraft with human observers is common in wildlife studies where
the goal is to estimate the abundance of different species. A more economical
strategy might be to use drones. The idea is that a drone would fly over the area of
interest and take photographs for computer analysis. The plot below is from a test run
of drones over 10 areas in South Central Florida. Bird decoys were used to test the
accuracy of the analysis of the photographs. A scatterplot of the actual number of
decoys and the number acquired from applying photographic analysis is shown
below.

(a) The least squares line is $\widehat { \text { Actual } } = - 0.924 + 1.09$ (Drone). Graph this line on the scatterplot above.
(b) The least squares line is the line that minimizes the sum of the squared residuals. Using your line in part (a), graphically represent the residual associated with the drone count of 15 on the scatterplot.

Question

The use of small aircraft with human observers is common in wildlife studies where
the goal is to estimate the abundance of different species. A more economical
strategy might be to use drones. The idea is that a drone would fly over the area of
interest and take photographs for computer analysis. The plot below is from a test run
of drones over 10 areas in South Central Florida. Bird decoys were used to test the
accuracy of the analysis of the photographs. A scatterplot of the actual number of
decoys and the number acquired from applying photographic analysis is shown
below.

(a) The least squares line is $\widehat { \text { Actual } } = - 0.924 + 1.09$ (Drone). Graph this line on the scatterplot above.
(b) The least squares line is the line that minimizes the sum of the squared residuals. Using your line in part (a), graphically represent the residual associated with the drone count of 15 on the scatterplot.

Quizplus · Accepted Answer

The Answer of The use of small aircraft with human observers is common in wildlife studies where
the goal is to estimate the abundance of different species. A more economical
strategy might be to use drones. The idea is that a drone would fly over the area of
interest and take photographs for computer analysis. The plot below is from a test run
of drones over 10 areas in South Central Florida. Bird decoys were used to test the
accuracy of the analysis of the photographs. A scatterplot of the actual number of
decoys and the number acquired from applying photographic analysis is shown
below.

(a) The least squares line is $\widehat { \text { Actual } } = - 0.924 + 1.09$ (Drone). Graph this line on the scatterplot above.
(b) The least squares line is the line that minimizes the sum of the squared residuals. Using your line in part (a), graphically represent the residual associated with the drone count of 15 on the scatterplot.

The Use of Small Aircraft with Human Observers Is Common Actual ^=−0.924+1.09\widehat { \text { Actual } } = - 0.924 + 1.09 Actual =−0.924+1.09

The Use of Small Aircraft with Human Observers Is Common $\widehat { \text { Actual } } = - 0.924 + 1.09$