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Line plots are constructed with each value recorded along the horizontal axis, also called the x-axis. These values can be measurements, weekdays, months, colors, sports, types of food, or anything else one wants to record with a line plot. The number of times each value occurs is marked above that value on the plot.
In a scatter plot, the line that is drawn to represent the pattern emerging from the data is commonly referred to as a Best-fit line.
Scatter graphs are a visual way of showing if there is a connection between groups of data. If there is a strong connection or correlation, a line of best fit can be drawn.
A regression line can be used to statistically describe the trend of the points in the scatter plot to help tie the data back to a theoretical ideal. This regression line expresses a mathematical relationship between the independent and dependent variable.
A scatterplot displays the strength, direction, and form of the relationship between two quantitative variables. A correlation coefficient measures the strength of that relationship. Calculating a Pearson correlation coefficient requires the assumption that the relationship between the two variables is linear.
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A trend in a scatter plot is the direction the data goes. Because data on a scatter plot is placed ing to its relevance to the x and y axes, the data will often show a possible relationship between the variables represented by the x and y axes.
1:31 4:31 It. Okay so there we go this is my trend line so this is the trend line you see here. And this isMoreIt. Okay so there we go this is my trend line so this is the trend line you see here. And this is the equation for that trend line and this is the r squared.
A trend line is a straight line that best represents the points on a scatterplot. The trend line may go through some points but need not go through them all. The trend line is used to show the pattern of the data. This trend line may show a positive trend or a negative trend.

scatter plot and trend line worksheet