Kizspy | Question: 46 (Choose 1 answer)
The difference between Euclidean distance and Manhattan distance is
A. Euclidean distance considers only horizontal or vertical movements, while Manhattan distance allows diagonal movements.
B. Euclidean distance is the sum of absolute differences, while Manhattan distance is the sum of squared differences.
C. Euclidean distance measures the straight-line distance, while Manhattan distance measures the sum of absolute differences along each dimension
D. Euclidean distance is only applicable to numerical data, while Manhattan distance is used for categorical data
