Shortest Distance in a Plane

Similar Problems:

Table point_2d holds the coordinates (x,y) of some unique points (more than two) in a plane.

Write a query to find the shortest distance between these points rounded to 2 decimals.

| x | y | |----|----| | -1 | -1 | | 0 | 0 | | -1 | -2 |

The shortest distance is 1.00 from point (-1,-1) to (-1,2). So the output should be:

| shortest | |----------| | 1.00 |

Note: The longest distance among all the points are less than 10000.

Github: code.dennyzhang.com

Credits To: leetcode.com

Leave me comments, if you have better ways to solve.

## https://code.dennyzhang.com/shortest-distance-in-a-plane select round(min(sqrt((t1.x-t2.x)*(t1.x-t2.x) + (t1.y-t2.y)*(t1.y-t2.y))), 2) as shortest from point_2d as t1, point_2d as t2 where t1.x!=t2.x or t1.y!=t2.y # select round(sqrt((t1.x-t2.x)*(t1.x-t2.x) + (t1.y-t2.y)*(t1.y-t2.y)), 2) as shortest # from point_2d as t1, point_2d as t2 # where t1.x!=t2.x or t1.y!=t2.y # order by shortest asc # limit 1