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Webster 1913 Edition


Secant

Se′cant

(sē′kănt)
,
Adj.
[L.
secans
,
-antis
, p. pr. of
secare
to cut. See
Section
.]
Cutting; dividing into two parts;
as, a
secant
line
.

Secant

,
Noun.
[Cf. F.
sécante
. See
Secant
,
Adj.
]
1.
(Geom.)
A line that cuts another; especially, a straight line cutting a curve in two or more points.
2.
(Trig.)
A right line drawn from the center of a circle through one end of a circular arc, and terminated by a tangent drawn from the other end; the number expressing the ratio of this line to the radius of the circle. See
Trigonometrical function
, under
Function
.

Webster 1828 Edition


Secant

SE'CANT

,
Adj.
[L. secans, seco, to cut or cut off, coinciding with Eng. saw.] Cutting; dividing into two parts.

SE'CANT

,
Noun.
1. In geometry, a line that cuts another, or divides it into parts. The secant of a circle is a line drawn from the circumference on one side, to a point without the circumference on the other, In trigonometry, a secant is a right line drawn from the center of a circle, which, cutting the circumference, proceeds till it meets with a tangent to the same circle.
2. In trigonometry, the secant of an arc is a right line drawn from the center through one end of the arc, and terminated by a tangent drawn through the other end.

Definition 2024


sécant

sécant

See also: secant

French

Adjective

sécant m (feminine singular sécante, masculine plural sécants, feminine plural sécantes)

  1. intersecting
    Le problème des cartes géographiques (...) consiste à représenter la surface d'une sphère sur un plan de telle façon que la représentation soit conforme, c'est-à-dire que l'angle des courbes images de deux courbes sécantes quelconques tracées sur la sphère soit égal à l'angle de ces courbes. (Gds cour. pensée math., 1948)

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