Given three distances from a set point and the three corresponding latitudes and longitudes from this point , is it possible to find the latitude and longitude of the point of origin ?

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- Nov 24th 2011, 01:33 PMphilbrandLattitude and Longitude.
Given three distances from a set point and the three corresponding latitudes and longitudes from this point , is it possible to find the latitude and longitude of the point of origin ?

- Nov 24th 2011, 05:22 PMcorsicaRe: Lattitude and Longitude.
If the three reference points are all on a two-dimensional surface and aren't all on exactly the same line, then yes: this is sufficient to find your origin point. The technical term for the method that you're describing is trilateration.

- Nov 24th 2011, 11:27 PMphilbrandRe: Lattitude and Longitude.
Thanks for your help ,

My basic math is ok but as i get older i seem to get more interested in more complex stuff and unfortunately didnt seem to have the same interest when i was younger and it mattered

. - Nov 24th 2011, 11:39 PMphilbrandRe: Lattitude and Longitude.
Is there an equation that is readily available to solve such problems.

Any help would be much appreciated.

The problem i am trying to get to the bottom of is one of sporting nature. It involves the distances flown from a racepoint (latitude longitude unknown)

to three different locations both distance and lat long known for these , I am trying to find the lat long of the race point.

Thanks in advance