Coordinates of the first point (X_{1}, Y_{1}, Z_{1})_{2}, Y_{2}, Z_{2})

Coordinates of the second point (X

X_{2}

Y_{2}

Z_{2}

Calculate the distance between two points on a 3-dimensional coordinate, enter the three coordinates for each point, and discover the distance between them.

### How to Calculate 3D Distance?

Formula:

X_{1}, Y_{1}Z_{1}= Coordinates of the first point

X_{2}, Y_{2}Z_{2}= Coordinates of the second point

Distance = √(X_{2}- X_{1})^{2}+ (Y_{2}- Y_{1})^{2}+ (Z_{2}- Z_{1})^{2}Example:

First point at Coordinates of X_{1}= 10, Y_{1}= 20, Z_{1}= 25

Second point at Coordinates of X_{2}= 60, Y_{2}= -30, Z_{2}= 5

Distance = √(X_{2}- X_{1})^{2}+ (Y_{2}- Y_{1})^{2}+ (Z_{2}- Z_{1})^{2}= √(60 - 10)^{2}+ (-30 - 20)^{2}+ (5 - 25)^{2}= √2500 + 2500 + 400 = √5400 = 73.49