A minimum of 6 sets of data are needed to make a valid conclusion.
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In Euclidean geometry each line contains a minimum of an infinite number of points. In projective geometry, though, a line may have as few as two points.
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A line is defined by at least two distinct points. Therefore, the minimum number of points through which a line can be drawn is two. These two points determine the direction and position of the line in a two-dimensional space.
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In science, the range of a data set is the difference between the highest and lowest values. Steps to Find the Range: List the Data Points: Gather all your numerical values from the experiment or observation. Example: 12.4, 15.6, 11.2, 14.0, 13.5 Identify the Maximum and Minimum Values: Maximum = highest number → 15.6 Minimum = lowest number → 11.2 Calculate the Range: Range = Maximum − Minimum Range=Maximum−Minimum Range = 15.6 − 11.2 = 4.4 Range=15.6−11.2=4.4
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In Euclidean geometry each line contains a minimum of an infinite number of points. In projective geometry, though, a line may have as few as two points.
The minimum is two points, one point at each end of the line.
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A line is defined by at least two distinct points. Therefore, the minimum number of points through which a line can be drawn is two. These two points determine the direction and position of the line in a two-dimensional space.
2 points
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Two. Two points determine a line. Three points determine a plane.
depends on the position of the points if points are collinear, we have just only one line, the minimum number. If points are in different position (if any of the two points are not collinear) we have 21 lines (7C2), the maximum number of lines.