Units of Measurement
Acre - The (English) acre is a unit of
area equal to 43,560 square feet, or 10
square chains, or 160 square poles. It
derives from a plowing area that is 4
poles wide and a furlong (40 poles)
long. A square mile is 640 acres. The
Scottish acre is 1.27 English acres. The
Irish acre is 1.6 English acres.
Arpent -
![Image result for Arpent](data:image/jpeg;base64,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)
Unit of length and area used in
Unit of length and area used in
France, Louisiana, and Canada. As a
unit of length, approximately 191.8 feet
(180 old French 'pied', or foot). The
(square) arpent is a unit of area,
approximately .845 acres, or 36,802
square feet.
Chain - Unit of length usually
understood to be Gunter's chain, but
possibly variant by locale. A 100 foot
chain is also sometimes used by
American surveyors. See
also Rathbone's chain. The name comes
from the heavy metal chain of 100 links
that was used by surveyors to measure
property bounds.
Colpa - Old Irish measure of land equal
to that which can support a horse or
cow for a year. Approximately an Irish
acre of good land.
Compass -
![Image result for Compass](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_t585Zg5TRWrfqZizOkVr9K3O8aIsMRm4I_dtp9lgGu_S6cPSDJoRMgG1rSxzuZaCDCaQPkANfMMX0pi4zday4Ka_vwoEwV7eVgbxFRZN72R5uhOhKPZydx0KL5dktMBxAPGhFo8-OkSD4Y2ocarsqfIitjjZJBMLkxOTjFPg=s0-d)
One toise.
One toise.
Cuerda -
![Image result for Cuerda](data:image/jpeg;base64,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)
Traditional unit of area in
Traditional unit of area in
Puerto Rico. Equal to about .971 acres.
Known as the "Spanish acre".
Engineer's Chain -
![Image result for Engineer's Chain](https://image.slidesharecdn.com/linearmeasurements-130815025753-phpapp02/95/linear-measurements-49-638.jpg?cb=1437372806)
A 100
foot chain containing 100 links of one
foot apiece.
Furlong - Unit of length equal to 40
poles (220 yards). Its name derives
from "furrow long", the length of a
furrow that oxen can plow before they
are rested and turned. See Gunter's
chain.
Ground - A unit of area equal to 2400
sq. ft., or 220 sq. meters, used in India.
Gunter's Chain -
![Gunter's Chain](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_v4zRE1G2lhD-OqeU_zaFtCFpYW21Yt0WYS4egm27OQXAzZVsapqLqdNLJ2nQ4LoEeHZOR-wSQTgz8a391z9UgzkemCe5ccdZcHge7M95K0KlBwXklW=s0-d)
Unit of length equal to 66 feet, or 4 poles. Developed by
English polymath Edmund Gunter early
in the 1600's, the standard measuring
chain revolutionized surveying. Gunter's
chain was 22 yards long, one tenth of
a furlong, a common unit of length in
the old days. An area one chain wide by
ten chains long was exactly an acre. In
1595 Queen Elizabeth I had the mile
redefined from the old Roman value of
5000 feet to 5280 feet in order for it to
be an even number of furl
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