Application of Peter Chew Theorem for Geometry (Distance)

Presenting numbers in surd¹ form is quite common in science and engineering especially where a calculator is either not allowed or unavailable, and the calculations to be undertaken involve irrational values. The purpose of Peter Chew Theorem² for Quadratic Surds is to let upcoming generation solve same problem of quadratic roots can solve simple and directly compare what`s now solution. Therefore, the application of Peter Chew theorem for Quadratic Surds in Geometry (Distance) can make the teaching and learning of Geometry (Distance) easier. The purpose of Peter Chew Theorem for Quadratic Surds is the same as Albert Einstein's famous quote, "Everything should be made as simple as possible, but not simpler".