It is the line of best fit.
The scatter diagram is used when the data is in a "Raw state" or what is referred to as "Raw Data". Example 10, 20,10,50,90,80,56,70,70,
A scatter chart displays individual data points on a Cartesian plane, showing the relationship between two continuous variables, while a line chart connects these points with lines to illustrate trends over time or ordered categories. Scatter charts are used to identify correlations or distributions, whereas line charts emphasize the progression and continuity of data points. In essence, scatter charts focus on the distribution of data, while line charts emphasize trends and changes.
A line of best fit or a trend line.
It is to find the line of best fit for the co-relation of data
The answer to ts question is....Trend Line.
No, scatter plot gives a rough picture of the data. Line graph gives information on tabulated data
A straight line which best describes the data on a scatter plot is called a "line of best fit". The line could pass through some of the points, all of them, or none of them.
line of fit
The scatter diagram is used when the data is in a "Raw state" or what is referred to as "Raw Data". Example 10, 20,10,50,90,80,56,70,70,
A scatter chart displays individual data points on a Cartesian plane, showing the relationship between two continuous variables, while a line chart connects these points with lines to illustrate trends over time or ordered categories. Scatter charts are used to identify correlations or distributions, whereas line charts emphasize the progression and continuity of data points. In essence, scatter charts focus on the distribution of data, while line charts emphasize trends and changes.
A line of best fit or a trend line.
It is to find the line of best fit for the co-relation of data
The answer to ts question is....Trend Line.
Line of best fit
either a scatter graph or a line graph xx :)
You can have a line of best fit. It is the line that cuts through the points with the least amount of distance to all the data.
Not necessarily. In a scatter plot or regression they would not.