The two lines created from the points (0, 10), (2, 7) and (-3, -3) works
exclusively with the three points as presented in the the attached graph.
<h3>Which methods can be used to obtain linear functions?</h3>
The possible value in the table obtained from a similar question is presented as follows;
A line is defined as the shortest distance between two points.
Taking the points (0, 10) and (-3, -3), we have;
Which gives;
From the attached graph, the points (-1, 1), (2, 7), (2, 11), and (-4, 8) are not on the line.
The linear function, works exclusively for the points (0, 10) and (-3, -3), given that the coordinates of points on the line are; (-1, ), (2, ), (-4, )
Second line
Taking the points (2, 11) and (-3, -3), we have;
Which gives;
y = 2.8·x + 8.4 - 3 = 2.8·x + 5.4
Which gives;
y = 2.8·x + 5.4
The line, y = 2.8·x + 5.4, works exclusively for the points (2, 11) and (-3, -3), given that the points (2, 7), (2, 11), (0, 10), and (-3, -3) are not on the line
The coordinates of points on the line are; (-1, 2.6), (-4, -5.8), and (0, 5.4).
Learn more about linear functions here:
brainly.com/question/20478559