>"},"rowId":"hfp3jaN"},{"type":"inputNumber","key":"aL0ik","props":{"title":"x₁ coordinate","helpText":"Enter the horizontal coordinate for the first point.","defaultValue":0,"required":true,"hidden":false,"hasMin":false,"hasMax":false,"minValue":null,"maxValue":null},"rowId":"wWenhsW"},{"type":"inputNumber","key":"TIHuV","props":{"title":"y₁ coordinate","helpText":"Enter the vertical coordinate for the first point.","defaultValue":0,"required":true,"hidden":false,"hasMin":false,"hasMax":false,"minValue":null,"maxValue":null},"rowId":"wWenhsW"},{"type":"text","key":"JyQR-","props":{"text":"

Point 2 Coordinates

"},"rowId":"rN6IoJS"},{"type":"inputNumber","key":"Emp_j","props":{"title":"x₂ coordinate","helpText":"Enter the horizontal coordinate for the second point.","defaultValue":0,"required":true,"hidden":false,"hasMin":false,"hasMax":false,"minValue":null,"maxValue":null},"rowId":"3RAsZwX"},{"type":"inputNumber","key":"_NOpJ","props":{"title":"y₂ coordinate","helpText":"Enter the vertical coordinate for the second point.","defaultValue":0,"required":true,"hidden":false,"hasMin":false,"hasMax":false,"minValue":null,"maxValue":null},"rowId":"3RAsZwX"},{"type":"divider","key":"gDWtC","props":{},"rowId":"W9np-Qs"},{"type":"text","key":"kIgyL","props":{"text":"

Calculated Midpoint

"},"rowId":"vbyBba_"},{"type":"text","key":"srAOQ","props":{"text":"

The midpoint M is ( @x_m, @y_m )

"},"rowId":"YLci9V6"},{"type":"text","key":"8oOuO","props":{"text":"

This point represents the geometric center of the line segment connecting your two coordinates.

"},"rowId":"7ttkNvD"}],"tfBFv":[{"type":"text","key":"lEXLh","props":{"text":"

How to calculate the midpoint?

"},"rowId":"-JMnRqQ"},{"type":"text","key":"m61iy","props":{"text":"

The midpoint is the average of the x-coordinates and the y-coordinates of two endpoints.

"},"rowId":"85xlg21"},{"type":"text","key":"doiXP","props":{"text":"

Formula: M = ((x₁ + x₂)/2, (y₁ + y₂)/2)

"},"rowId":"N5Q-ODv"},{"type":"text","key":"8LEya","props":{"text":"

Using the Midpoint calculator: an example

"},"rowId":"zXqC1ct"},{"type":"text","key":"UKZqD","props":{"text":"

Example: Let Point A be (2, 4) and Point B be (10, 8).

"},"rowId":"fY73asy"},{"type":"text","key":"H2VIq","props":{"text":"

Step-by-step calculation:

"},"rowId":"w0jCsNB"},{"type":"text","key":"9ZOMa","props":{"text":"

Add x-coordinates: 2 + 10 = 12; divide by 2 to get 6.
Add y-coordinates: 4 + 8 = 12; divide by 2 to get 6.
The midpoint is (6, 6).

"},"rowId":"Lkjq2ls"},{"type":"text","key":"Pw69o","props":{"text":"

Frequently Asked Questions

"},"rowId":"LeRH1zq"},{"type":"text","key":"2Q5q5","props":{"text":"

What is a midpoint?

"},"rowId":"kXOkwBY"},{"type":"text","key":"ZSUhw","props":{"text":"

It is the unique point that bisects a line segment into two equal halves.

"},"rowId":"P37oc1l"},{"type":"text","key":"F8DBb","props":{"text":"

Can coordinates be negative?

"},"rowId":"OL3Q_jr"},{"type":"text","key":"8TSvf","props":{"text":"

Yes, the formula works perfectly for coordinates in any of the four quadrants.

"},"rowId":"hqKUPU9"},{"type":"text","key":"Xa9WV","props":{"text":"

Does the order of points matter?

"},"rowId":"Uy3wBnI"},{"type":"text","key":"AKBjI","props":{"text":"<

Midpoint of a Line Segment Calculator

Point 1 Coordinates

Point 2 Coordinates

Calculated Midpoint

How to calculate the midpoint?

Using the Midpoint calculator: an example

Step-by-step calculation:

Frequently Asked Questions

What is a midpoint?

Can coordinates be negative?

Does the order of points matter?

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