- the 9th century, as was the law of
sines, used in
solving triangles. Al-Khwārizmī (c. 780–850)
produced tables of
sines,
cosines and tangents.
Muhammad ibn...
-
origin of haversines.) Farley,
Richard (1856).
Natural Versed Sines from 0 to 125°, and
Logarithmic Versed Sines from 0 to 135°. London.{{cite book}}: CS1...
- do Gaio was
unearthed in 1966, and is on
display in the
Museu de
Sines (English:
Sines Museum).
Discovered in May 1966, the 'treasure' was
unearthed by...
- from 1 to 102100, and for the
sines and
tangents to
every ten
seconds of each
degree in the quadrant; as also, for the
sines of the
first 72
minutes to every...
- The Port of
Sines is
located at 37° 57′
north latitude and 08° 52′ west longitude, 58
nautical miles south of Lisbon. The Port of
Sines is
located on...
-
until 1906. It has
fifty pages with
logarithms of the
sine,
cosine and tangent, as well as
natural sines and cosines. It was
influential and led to
other improved...
- the
sine and the
cosine are
transcendental numbers. This is a
corollary of Baker's theorem,
proved in 1966. The
following table lists the
sines, cosines...
- In neuropsychology, linguistics, and
philosophy of language, a
natural language or
ordinary language is any
language that
occurs naturally in a human...
-
table of
logarithmic sines and
tangents for the
hundredth part of
every degree to
fourteen decimal places, with a
table of
natural sines to
fifteen places...
-
mathematically easier to mani****te than
their sine and
cosine components. One
technique is
simply to
convert sines and
cosines into
equivalent expressions in...
