Question

The distance between one point to other desired point is called as—————

Answer 1

Explanation:

THE DISTANCE BETWEEN ONE POINT TO OTHER DESIRED POINTS IS CALLED AS MANHATTAN DISTANCE OR MANHATTAN POINT

Answer 2

The distance between one point to other desired point is called as—

MANHATTAN DISTANCE OR MANHATTAN POINT

• Manhattan distance is a measure of the distance between two points in an N-dimensional vector space.
• The sum of the lengths of the projected segments between points on the axes.
• Simply put, it is the sum of the absolute differences between the measurements of two points over all measurements.
• What: Manhattan distance
• Default Manhattan
• distance properties
• Manhattan distance in 2D space
• Manhattan distance in north-dimensional
• space Manhattan distance
• Manhattan Street Properties: There are multiple paths (terminals) between two points of equal length and distance to Manhattan.
• The straight line, equal in length to Manhattan, has two permitted movements.
• Vertical (one way) Horizontal (one way) For a given point, another point is a regular square away from Manhattan.

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