Coordinate Distance Calculator
Calculate the distance between two points on a coordinate plane, plus midpoint, slope, and the distance formula breakdown.
Inputs
Results
Distance
5
Midpoint X1.5
Midpoint Y2
Slope1.3333
Formulaβ((3-0)Β² + (4-0)Β²) = 5
How to Use This Calculator
- Enter the coordinates of the two points: (xβ, yβ) and (xβ, yβ).
- Distance is computed using the Euclidean formula: d = β((xββxβ)Β² + (yββyβ)Β²), which is the Pythagorean theorem applied to coordinate geometry.
- Midpoint coordinates are ((xβ+xβ)/2, (yβ+yβ)/2) β the exact center of the segment.
- Slope of the line segment is (yββyβ)/(xββxβ); vertical lines (xβ=xβ) have undefined slope.
- Coordinates can be positive or negative; all real number inputs are supported.
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