Approximate the data using the line y = 0.25x + 3. find the data point that has the residual with the greatest absolute value. give that data point and its associated residual. data point: (20, 6); residual = -2.00 data point: (15, 5); residual = 6.75 data point: (5, 3); residual = -1.25 data point: (10, 10); residual = 4.50

Solution: We are given data points and associated residuals:

Data Point           Residual          Absolute value(Residual)

(20,6)                     -2.00                      2.00

(15,5)                       6.75                       6.75

(5,3)                        -1.25                       1.25

(10,10)                     4.50                       4.50

From the above absolute value(Residual) column, we clearly see the data point (15,5) has the residual with greatest absolute value of 6.75.

Therefore, the data point and its associated residual is:

(15,5)  and 6.75    

Data Point: (10,10); Residual = 4.50

step-by-step explanation:

d. it is a convex pentagon because it has five sides and none of the sides would extend into the inside of the polygon.

step-by-step explanation: