MathDB

There are

100

points on the plane. All

4950

pairwise distances between two points have been recorded.

(a)

A single record has been erased. Is it always possible to restore it using the remaining records?

(b)

Suppose no three points are on a line, and

k

records were erased. What is the maximum value of

k

such that restoration of all the erased records is always possible?

Problem Statement