The distance between points a and b with the given coordinates is: 30/8 units.
How to Find the Distance Between Two Points?
The distance between two points with each given value of their coordinates is determined by subtracting the values of these coordinates, then finding the absolute value of the difference. That is, if the result after subtraction is negative, the negative sign is ignored.
The distance between two points is the absolute value of the difference of their points, which is the number of units that lies between the two points.
Given the following:
a = 1/8
b = 31/8
The distance between points a and b = |1/8 - 31/8|
ab = |(1 - 31)/8|
ab = |(-30)/8|
ab = 30/8 units
Thus, the distance between points a and b with the given coordinates is: 30/8 units.
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