# how to find distance between two points?

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bsd on 27 Sep 2011
Commented: Advik Solanki on 28 Feb 2022
Hai,
I need to find the distance between two points in the figure, which I have plotted. Is there any function in matlab that could find the distance between two points. Looking for your reply.
BSD

Lucas García on 27 Sep 2011
You can use the pdist function in the Statistics Toolbox:
e.g: distance between points (0,0) and (2,1)
>> X = [0,0;2,1];
>> d = pdist(X,'euclidean')
d =
2.2361
zoher badr on 14 Feb 2021
in this case you have to have a nested loop so you gaurantee to reach each point int the list

MathWorks Support Team on 8 Nov 2018
The distance between two points x and y is the same as the magnitude of the vector that points from one point to the other:
>> x = [0 0];
>> y = [2 1];
>> norm(x-y)
ans =
2.2361
##### 2 CommentsShowHide 1 older comment
Advik Solanki on 28 Feb 2022
thanks

Walter Roberson on 27 Sep 2011
No. You will have to code it yourself.
There are many different possible meanings for "distance". See http://en.wikipedia.org/wiki/Metric_%28mathematics%29#Examples

Fangjun Jiang on 27 Sep 2011
Pos=[x1 x2;y1 y2]
D=dist(Pos);
Fangjun Jiang on 27 Sep 2011
I am using my new MATLAB version today. It has a bunch of toolbox. Nice!

Twinkle Jain on 17 Mar 2017
X = [0,0;2,1];
d = pdist(X,'euclidean')

Sohrab Dorodvand on 2 Aug 2018
if i was to compare one point of a 1d graph and to compare the distances between that point(the reference point) to others on the graph. how can i do that?

Johannes Hüffmeier on 6 May 2020
Is therre a way to take in features like a timestamp for evaluation? I would like to get the closest point in time and space.

adel odeh on 4 Jun 2021
Write a MATLAB code that calculate the distance between two points X(1,-3,-2) and Y(3,1,2).
Walter Roberson on 5 Jun 2021
It is meaningless to talk about "the" distance between two points, especially when the units of measure are not given.
There are many different distance measures. For example https://en.wikipedia.org/wiki/Minkowski_distance or the Infinity Norm https://en.wikipedia.org/wiki/Uniform_norm