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COORDINATE GEOMETRY / POINT DISTANCE

Distance Formula Calculator

Measure straight-line Euclidean distance between two Cartesian points with signed horizontal and vertical changes.

  • 01 Calculated in this tab
  • 02 Values stay in this browser tab
  • 03 Use boundary

Conversion input

Known value

Filter by unit name, symbol, or code. Your current selections remain available.

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Use boundary

Calculation path

Coordinate differences form perpendicular legs, and the Pythagorean theorem gives the segment length.

Calculation path

Distance = sqrt((x2 - x1)^2 + (y2 - y1)^2).

What you provide

What you provide

  • First point x: Horizontal coordinate of the first point.
  • First point y: Vertical coordinate of the first point.
  • Second point x: Horizontal coordinate of the second point.
  • Second point y: Vertical coordinate of the second point.

What you receive

What you receive

  • Straight-line distance
  • Horizontal and vertical change
  • Squared distance before the root

Use boundary

Choose the maximum decimal places shown. This does not increase source accuracy.

This is planar Euclidean distance; do not use it directly for long geographic paths or coordinates with different units.

Results are educational math aids. Check notation, units, rounding, assumptions, and required precision before using an answer in graded, engineering, financial, or safety-critical work.