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Math: d=rt

r=rate

t=time Physics: d=0.5gt2

g=acceleration due to gravity (9.8 m/s2)

t=time
There is no single definition of distance. There are metric spaces with different types of distance defined for them.

For example, in city such as Manhattan, the distance between two points could be the Euclidean distance: the distance "as the crow flies", or it could be the "Minkovski or Taxicab" distance, which is the number of blocks - along roads and avenues that need to be traversed. There are many other measures of distance.

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Q: What is the formula for distance?
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