PAROLE IN INGLESE ASSOCIATE CON «TRISECTRIX»
trisectrix
geometry
curve
which
used
trisect
arbitrary
angle
such
method
falls
outside
those
allowed
compass
straightedge
constructions
they
contradict
well
known
theorem
states
that
cannot
trisected
with
type
construction
from
wolfram
mathworld
although
using
only
cartesian
equation
polar
click
below
associated
definitions
animation
trisection
problem
mathematician
elis
accomplish
invented
dynamically
defined
code
description
general
name
often
reserved
special
case
limacon
milefoot
pictured
left
given
point
node
located
origin
other
worlds
david
darling
first
studied
colin
view
solving
great
geometric
problems
antiquity
trisecting
provide
solution
particular
whence
longchamps
also
named
provides
geometrically
exactly
green
because
measure
third
10 LIBRI IN INGLESE ASSOCIATI CON «TRISECTRIX»
Scopri l'uso di
trisectrix nella seguente selezione bibliografica. Libri associati con
trisectrix e piccoli estratti per contestualizzare il loro uso nella letteratura.
Please note that the content of this book primarily consists of articles available from Wikipedia or other free sources online. In geometry, a trisectrix is a curve which can be used to trisect an arbitrary angle.
Lambert M. Surhone, Miriam T. Timpledon, Susan F. Marseken, 2010
High Quality Content by WIKIPEDIA articles! In geometry, a trisectrix is a curve which can be used to trisect an arbitrary angle.
Jesse Russell, Ronald Cohn, 2012
3
Trisectrix of MacLaurin
High Quality Content by WIKIPEDIA articles! In geometry, the trisectrix of Maclaurin is a cubic plane curve notable for its trisectrix property, meaning it can be used to trisect an angle.
Jesse Russell, Ronald Cohn, 2012
When k = a, the curve is the Trisectrix (Fig. 30).f Fig. 30 The Trisectrix This curve
can be used for trisecting an angle, as follows: Make an angle BAR equal to the
given angle, with AR equal to the radius a (Fig. 30). Join R to O, the centre of the
...
5
Trisectrix of Maclaurin
Please note that the content of this book primarily consists of articles available from Wikipedia or other free sources online.
Lambert M. Surhone, Miriam T. Timpledon, Susan F. Marseken, 2010
6
An algebraic system of conic sections, and other curves
To find the polar equation of the Trisectrix. Let z X O P = 0, and O P = r ; then r=
OQ+PQ according as P is taken in O Q or O Q produced. But O Q = 2Rcos. 6, and
P Q = R, r = 2R cos. e + R, the equation required. The Use of the Trisectrix. (Fig.
John Martin Frederick Wright, 1836
This is the Trisectrix of Maclaurin (Colin Maclaurin, 1698-1746) and is easily
drawn with a pair of dividers. Start with a semicircle and erect a perpendicular
bisector of segment CO at B (Figure 1.17). For a given angle 0, the point on the ...
Underwood Dudley, Mathematical Association of America, 1994
8
Introduction to the diff. and integral calculus
Trisectrix ^Cardioid — Curve of Sines — Harmonic Curve. 2S5 ODF, and lying
alternately on opposite sides of OFH, and in opposite directions. 30. Let OD (Jig-
34) be any chord of a given circle, ODB, and take DP equal to the radius OA; the
...
J. Thomson (L. L. D.), 1839
9
Plane and Solid Geometry
The trisectrix, an example of a pedal curve Maclaurin trisectrix; we will explain
this later. Let us first derive the equation of the trisectrix. We choose a coordinate
system at O with the line FO as x1-axis, oriented such that D =(−p,0) and F =(−2p,
0) ...
10
anaytical geometry a first course
When a = 26 the curve is called the ' Trisectrix' since it can be used to trisect a
given angle as in Ex. 8. Ex.6. Trace the cardioid accurately, taking a = 10 units
and giving 8 the values 0, 20°, 40°, ... and inserting intermediate values if it
seems ...
