I would like to know the exact distance in miles between two U.K.
addresses. Not just between the postcodes, but building to building.
The addresses are:- 1) The Granary, Ackerman Street, St. Neots,
Cambridgeshire, PE19 8HR.
2)St. Andrews Hospital, Billing Road, Northampton, NN1 5DG
If this is possible ! Cheers, Trent. |
Request for Question Clarification by
adiloren-ga
on
08 Feb 2005 15:13 PST
This is the closest I could find. Does this seem right?
42.14 miles
http://www.mapquest.com/directions/europe.adp?go=1&do=nw&2si=gb&un=m&2gi=0&cl=EN&ct=EU&2n=NORTHAMPTON&2da=-1.000000&2rc=B3AAA&rsres=1&1y=GB&1a=%5B47-47%5D+ACKERMAN+STREET&1c=EATON+SOCON&1z=PE19+8&1ah=&2y=GB&2a=%5B200-234%5D+BILLING+ROAD&2c=NORTHAMPTON&2z=NN1+5&2ah=
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Request for Question Clarification by
rainbow-ga
on
09 Feb 2005 02:06 PST
Hi Trent,
I can provide you with the distance between the two streets. However,
I was not able to locate a facility that will calculate between the
exact buildings on their respective streets.
My calculation is much less than that in the clarification posted by adiloren.
Would this information interest you?
Best regards,
Rainbow
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Clarification of Question by
trentduval-ga
on
09 Feb 2005 11:12 PST
Hi Folks,
To Adiloren: The 42.14 miles is a long way off. The distance will be
very close to 25miles. Thanks for the mail though.
To Rainbow: The distance between the two streets would be useful if
you can measure the distance between Ackerman Street and the section
of Billing Road that passes by the St. Andrews Hospital entrance or
near to it.If you can do that, it will be acceptable. Thanks for your
efforts. ( and for the last piece of info that you forwarded)
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Request for Question Clarification by
pafalafa-ga
on
09 Feb 2005 12:34 PST
The handy Map24 mapping tool for the UK shows a precise distance of
24.57 miles between these two addresses:
47 Ackerman Street
PE19 8 Huntingdonshire (St. Neots)
234 Billing Road
NN1 5 Northampton (Northampton)
Are these the correct street addresses for the two buildings you were asking about?
Let me know, please.
pafalafa-ga
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Clarification of Question by
trentduval-ga
on
09 Feb 2005 13:50 PST
TO:- ddhara
The distance you have given me is the shortest route by road. I am
looking for the straight line distance. Cheers, Trent.
To:- pafalafa
The property in Ackerman Street is called "The Granary", I dont have
an actual street number for this building because a number doesn't
appear in the postal address. Also the same applies to St Andrews
Hospital. I would be happy with the start point being the junction of
Ackerman St and Great North Road, ( plus 40mts, which the distance
from the junction to the building ) and the finish point, junction of
Billing Rd and Lower Thrift Street. Thanks, Trent
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Request for Question Clarification by
rainbow-ga
on
10 Feb 2005 07:26 PST
Hi Trent,
I calculated the latitude and longitude of the two addresses. However,
the closest points I am able to provide, using the available
databases, is their streets.
The points for each are:
Latitude 52.12.50N Longitude 0.17.14W
Latitude 52.14.20N Longitude 0.52.27W
Source: Streetmap
http://www.streetmap.co.uk/
I then calculated the distance between the two points of the
respective latitudes and longitudes.
Here is my result:
40.04719195770666 km.
24.884171412517556 miles
21.623753756861045 nautical
Source: USDA - Western Cotton Research Laboratory: Surface Distance
Between Two Points of Latitude and Longitude
http://www.wcrl.ars.usda.gov/cec/java/lat-long.htm
I hope that helps.
Best wishes,
Rainbow
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Clarification of Question by
trentduval-ga
on
10 Feb 2005 12:34 PST
Hi Rainbow,
This question seems to have provoked some healthy debate! To finalise
the saga, if you can give me the distance from Ackerman St to Wycliffe
Road (which joins the Billing Rd and is the nearest point I can find
to the East Gate entrance to St Andrews Hospital) and post it as an
answer, I would consider the question answered in full. Thanks to
everyone for their interesting comments, by the way, I'm very new to
this "Google Answers" so forgive me if I am not going about it the
right way.And remember: If you can keep your head when all others
around you are losing theirs, you might be the tallest person in the
room. Cheers, Trent.
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