In graphing, "scale" refers to the range of values represented on the axes, determining how data is displayed, while "interval" indicates the specific increments or divisions along those axes. For instance, if the scale on the y-axis ranges from 0 to 100, the intervals might be set at every 10 units. Choosing appropriate scales and intervals helps in accurately conveying data trends and making graphs easier to read. Properly configured, they enhance the clarity and effectiveness of the visual representation.
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The Source mean ..................
It depends on what you mean by scale. In music, for instance, each half step is related to the prior note by the twelfth root of 2.
I think you mean a Likert scale, i.e. a scale that gives ordered responses that have no real numerical value, for example "Strongly agree, agree, neutral, disagree, strongly disagree." This is ordinal level data and is probably best displayed in a bar graph, with one bar for each possible answer.
The scale of a graph refers to the range of values represented on its axes and how those values are spaced. It determines how data points are plotted and can significantly affect the interpretation of trends and relationships within the data. A well-defined scale ensures that the graph accurately represents the information and allows for clear comparisons, while a poorly chosen scale can distort perceptions and lead to misunderstandings.
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Meaning of "Is the Scope of the graph appropriate? "
When comparing two things in the graph, you use double bars per interval.
inter =val means the lowest number no the same number
scale
scale
The Source mean ..................
It depends on what you mean by scale. In music, for instance, each half step is related to the prior note by the twelfth root of 2.
Interval means only ONE Thing : The Distance BETWEEN notes or tones. Like a scale degree. eg: tonic, supertonic, subdominant.....
The confidence interval is not directly related to the mean.
A confidence interval of x% is an interval such that there is an x% probability that the true population mean lies within the interval.
I think you mean a Likert scale, i.e. a scale that gives ordered responses that have no real numerical value, for example "Strongly agree, agree, neutral, disagree, strongly disagree." This is ordinal level data and is probably best displayed in a bar graph, with one bar for each possible answer.