- In geometry, the
subtangent and
related terms are
certain line
segments defined using the line
tangent to a
curve at a
given point and the
coordinate axes...
- subdifferential. For instance, in the
figure above, one may draw a
horizontal "
subtangent line" to the
graph of f {\displaystyle f} at ( x 0 , f ( x 0 ) ) {\displaystyle...
-
secant Singular solution Sinuosity Slope Space curve Spinode Square wheel Subtangent Tacnode Tangent Tangent space Tangential angle Torsion of
curves Trajectory...
- one
other point besides P on it were known; hence, if the
length of the
subtangent MT
could be
found (thus
determining the
point T), then the line TP would...
- age of 16. In his book
Clairaut introduced the
notion of
tangent and
subtangent directions to
space curves in
relation to the
directions which lie along...
- (geometry)
Osculating circle Osculating curve Osculating plane Perpendicular Subtangent Supporting line
Tangent at a
point Tangent cone
Tangent lines to circles...
-
Cartesian y = y ( x ) {\displaystyle y=y(x)} x = t {\displaystyle x=t}
Subtangent F [ x , y ] = − y x ′ y ′ {\displaystyle F[x,y]=-{\frac {yx'}{y'}}} Parametric...
-
tangential angle is constant.
Differential geometry of
curves Whewell equation Subtangent Weisstein, Eric W. "Natural Equation". MathWorld. For example: Whewell...
-
mathematics The
projection of a
normal of a
curve onto the x-axis; see
subtangent This
disambiguation page
lists articles ****ociated with the
title Subnormal...
- that
Hudde was in
possession of even more than Sluse. He
found for the
subtangent of a
curve f(x, y) = 0 an
expression equivalent to − y ∂ f ∂ y ∂ f ∂ x...
