Midpoint calculator

A segment is uniquely defined by two points (let’s say A and C) and has a singular point (let’s say B) in the middle. A midpoint can be defined more precisely as a point dividing segment AC in half.

How to Calculate Midpoint

Let’s face it; there are times when the ideal midpoint calculator is the one that is simple to use and doesn’t even require us to understand the midpoint formula! However, refer to the formula below if you want to know the precise formula for calculating midpoints.

Midpoint formula

The midpoint formula can determine the precise middle of a line. This formula is commonly applied in both the real world and math issues.

We can use the following equation to determine the midpoint of a line formed by points A and B:

Example: How to find the midpoint of a line segment with the given endpoints: A (5, 8), B (6, 15)

Here:

\( x_1 = 5 \)
\( x_2 = 6 \)
\( y_1 = 8 \)
\( y_2 = 15 \)

So, place these values into the formula:

\( M = (\dfrac{x_1 + x_2}{2}, \dfrac{y_1 + y_1}{2}) \)

\( M = (\dfrac{5 + 6}{2} , \dfrac{8 + 15}{2}) \)

\( M = (\dfrac{11}{2}, \dfrac{23}{2}) \)

\( M = (5.5, 11.5) \)

Additionally, if you don’t want to do arithmetic, you can get the midpoint by entering the coordinate value into the midpoint formula calculator. Moreover, you’ll find the Midpoint calculator useful when dealing with decimals or big numbers.

A midpoint calculator makes it simple to locate missing coordinates and displays the entire graph for those values.

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