Numerical Analysis Question.

Solve the problem using PYTHON. DO NOT USE IN-BUILT LIBRARIES OR FUNCTIONS.

In a three dimensional space, let the axes x y and z be defined between [1,100]. Let three points be selected at random from this three dimensional space. It is desired to find a specific point P such that the point P has minimum Euclidean, Manhattan and Minkowski Distance to the three randomly selected points. You are free to decide on the parameters chosen. Indicate the algorithm you have used.