What is the shortest distance between two locations using north-south and east-west movements called?
A) Euclidean distance
B) triangulated distance
C) rectilinear distance
D) Socratic distance
E) latitude-longitude (LL) distance

Question

Quizplus · Accepted Answer

The shortest distance between two locations using north-south and east-west movements is called rectilinear distance. This is also known as Manhattan distance or taxicab geometry. It is calculated by adding the absolute differences of the latitude and longitude values rather than finding the straight-line distance. In contrast, Euclidean distance measures the straight-line distance between two points, while triangulated distance takes into account the elevation changes in addition to horizontal distance. LL distance is expressed in degrees of latitude and longitude and is not ideal for calculating shortest distances. Socratic distance is not a recognized term in geography or mathematics.

What Is the Shortest Distance Between Two Locations Using North-South