The scale of a graph is the measure of each division on the axis
A graph scale can alter the information displayed
The question appears incomplete. However, the effect of scales on the can be shown in a situation, where the relationship between the variables in non linear, for example in the accelerating motion, the relationship between the displacement and time is not linear, such that the scale affects the shape of the graph as follows;
Scale 1: 2 Unit Time Intervals Scale:
When the time is given in two units intervals, we have;
[tex]\begin{array}{|c|cc|} \mathbf{Time } &&\mathbf{Position}\\0&&0\\2&&0\\4&&0\\6&&0\\8&&2\\10&&4\\12&&5\end{array}[/tex]
Please find attached the graph for the above table
Scale 2: 0.5 Unit Time Interval Scale:
When the time is given in 0.5 units intervals, we have;
[tex]\begin{array}{|c|cc|} \mathbf{Time } &&\mathbf{Position}\\0&&0\\0.5&&-0.375\\1&&-0.5\\1.5&&-0.375\\2&&0\\2.5&&0.375\\3&&0.5\\3.5&&0.375\\4&&0\\4.5&&-0.375\\5&&-0.5\\5.5&&-0.375\\6&&0\\6.5&&0.5\\7&&1\\7.5&&1.5\\8&&2\\8.5&&2.5\\9&&3\\9.5&&3.5\\10&&4\\10.5&&4.4375\\11&&4.75\\11.5&&4.9375\\12&&5\end{array}[/tex]
Please find attached the graph of the same motion with half time unit intervals used in the calculation
Therefore, the choice of scale depends on the relationships between the variables
Learn more about the estimating the scales on the axis of a graph here:
https://brainly.com/question/1988417
