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.
15 points is the minimum points