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HomeCalculatorsDistance & Midpoint Calculator | 2D/3D Solver

Distance & Midpoint Calculator | 2D and 3D Coordinate Solver

Calculate Euclidean distance & midpoint for 2D/3D coordinates instantly. Step-by-step solutions with simplified radicals. Free online distance calculator. Free & secure

Point 1 Coordinates (P₁)

Point 2 Coordinates (P₂)

Solved Euclidean Distance (d)

10.0000

Exact Radical Form: 10

Solved
Midpoint Coordinate (M)(4.00, 6.00)
Squared Sum (d²)100

Axis-Wise Coordinate Deltas

Δx (Run / Width)6.00
Δy (Rise / Height)8.00
Δz (Depth / Span)N/A
P1(1, 2)P2(7, 10)M(4.0, 6.0)
The straight-line distance between Point 1 (1, 2) and Point 2 (7, 10) is approximately 10.000 units (exactly 10). The geometric midpoint of the segment connecting these points is located at (4.0, 6.0).

Step-by-Step Distance Solving

1

Find Coordinate Deltas:

Δx = 7 - 1 = 6.00
Δy = 10 - 2 = 8.00

2

Apply Euclidean Distance Equation:

d = √[ (6.00)² + (8.00 ]
d = √[ 36.00 + 64.00 ]
d = √[ 100.00 ]

3

Simplify Root & Solve:

Exact: 10
Decimal Approximation: d ≈ 10.00000

4

Determine Segment Midpoint:

x_mid = (1 + 7) / 2 = 4.00
y_mid = (2 + 10) / 2 = 6.00

How to Calculate Distance & Midpoint

Follow these simple steps to get accurate calculations.

01

Enter Coordinate Points

Enter your values into the calculator fields.

02

Configure Calculation Settings

Tweak variables to see how they impact the results.

03

View Distance & Midpoint Results

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