The Euclidean distance between two a set of numerical attributes is called as?
A. Closeness
B. Validation data
C.Error Rate
D. None of these
Answers
Answer:
Option (D) None of these.
Explanation:
- Both notions are named after the ancient Greek mathematician Euclid, whose Elements became a classic geometry textbook for many centuries.
- Euclidean distance is the distance in Euclidean space.
- It has been hypothesized that concepts of length and distance develop in children earlier than the related concepts of speed and time because they are universal across cultures, can be traced back to the earliest surviving "protoliterate" bureaucratic documents from Sumer in the fourth millennium BC, and are related to writing.
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Answer:
A. Closeness
Explanation:
The length of a line segment connecting any two points in Euclidean space is known as the Euclidean distance among them. It is sometimes referred to as the Pythagorean distance since it can be determined from the points' Cartesian coordinates that use the Pythagorean theorem.
The separation between two points is known as the Euclidean distance. In other words, the length of the line segment among 2 points is what is meant by defining the Euclidean distance between two locations in Euclidean space.
The minimum distance that separates the pairs of points from of the two items is typically used to determine the distance between two objects that are not points. It is common knowledge to use formulas to determine distances among various types of objects, such as the separation between a point and a line. Advanced mathematics has broadened the idea of distance to include abstract metric spaces and has investigated distances other than Euclidean distances. The square of the Euclidean distance is sometimes used in place of the actual distance in statistical and optimization application.
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