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4 definitions found
From:
Webster's Revised Unabridged Dictionary (1913)
Plane
a.
Without
elevations
or
depressions
;
even
;
level
;
flat
;
lying
in
,
or
constituting
,
a
plane
;
as
,
a
plane
surface
.
Note:
☞
In
science
,
this
word
(
instead
of
plain
)
is
almost
exclusively
used
to
designate
a
flat
or
level
surface
.
Plane angle
,
the
angle
included
between
two
straight
lines
in
a
plane
.
Plane chart
,
Plane curve
.
See
under
Chart
and
Curve
.
Plane figure
,
a
figure
all
points
of
which
lie
in
the
same
plane
.
If
bounded
by
straight
lines
it
is
a
rectilinear
plane
figure
,
if
by
curved
lines
it
is
a
curvilinear
plane
figure
.
Plane geometry
,
that
part
of
geometry
which
treats
of
the
relations
and
properties
of
plane
figures
.
Plane problem
,
a
problem
which
can
be
solved
geometrically
by
the
aid
of
the
right
line
and
circle
only
.
Plane sailing
Naut.
,
the
method
of
computing
a
ship's
place
and
course
on
the
supposition
that
the
earth's
surface
is
a
plane
.
Plane scale
Naut.
,
a
scale
for
the
use
of
navigators
,
on
which
are
graduated
chords
,
sines
,
tangents
,
secants
,
rhumbs
,
geographical
miles
,
etc
.
Plane surveying
,
surveying
in
which
the
curvature
of
the
earth
is
disregarded
;
ordinary
field
and
topographical
surveying
of
tracts
of
moderate
extent
.
Plane table
,
an
instrument
used
for
plotting
the
lines
of
a
survey
on
paper
in
the
field
.
Plane trigonometry
,
the
branch
of
trigonometry
in
which
its
principles
are
applied
to
plane
triangles
.
From:
Webster's Revised Unabridged Dictionary (1913)
Skew
,
a.
Turned
or
twisted
to
one
side
;
situated
obliquely
;
skewed
; --
chiefly
used
in
technical
phrases
.
Skew arch
,
an
oblique
arch
.
See
under
Oblique
.
Skew back
.
Civil Engin.
(a)
The
course
of
masonry
,
the
stone
,
or
the
iron
plate
,
having
an
inclined
face
,
which
forms
the
abutment
for
the
voussoirs
of
a
segmental
arch
.
(b)
A
plate
,
cap
,
or
shoe
,
having
an
inclined
face
to
receive
the
nut
of
a
diagonal
brace
,
rod
,
or
the
end
of
an
inclined
strut
,
in
a
truss
or
frame
.
Skew bridge
.
See
under
Bridge
,
n.
Skew curve
Geom.
,
a
curve
of
double
curvature
,
or
a
twisted
curve
.
See
Plane curve
,
under
Curve
.
Skew gearing
,
or
Skew bevel gearing
Mach.
,
toothed
gearing
,
generally
resembling
bevel
gearing
,
for
connecting
two
shafts
that
are
neither
parallel
nor
intersecting
,
and
in
which
the
teeth
slant
across
the
faces
of
the
gears
.
Skew surface
Geom.
,
a
ruled
surface
such
that
in
general
two
successive
generating
straight
lines
do
not
intersect
;
a
warped
surface
;
as
,
the
helicoid
is
a
skew
surface
.
Skew symmetrical determinant
Alg.
,
a
determinant
in
which
the
elements
in
each
column
of
the
matrix
are
equal
to
the
elements
of
the
corresponding
row
of
the
matrix
with
the
signs
changed
,
as
in
(1),
below
.
(1) 0 2 -3-2 0 53 -5 0 (2) 4 -1 71 8 -2-7 2 1
Note:
This
requires
that
the
numbers
in
the
diagonal
from
the
upper
left
to
lower
right
corner
be
zeros
.
A
like
determinant
in
which
the
numbers
in
the
diagonal
are
not
zeros
is
a
skew
determinant
,
as
in
(2),
above
.
From:
Webster's Revised Unabridged Dictionary (1913)
Twist·ed
,
a.
Contorted
;
crooked
spirally
;
subjected
to
torsion
;
hence
,
perverted
.
Twisted curve
Geom.
,
a
curve
of
double
curvature
.
See
Plane curve
,
under
Curve
.
Twisted surface
Geom.
,
a
surface
described
by
a
straight
line
moving
according
to
any
law
whatever
,
yet
so
that
the
consecutive
positions
of
the
line
shall
not
be
in
one
plane
;
a
warped
surface
.
◄
►
From:
Webster's Revised Unabridged Dictionary (1913)
Curve
,
n.
1.
A
bending
without
angles
;
that
which
is
bent
;
a
flexure
;
as
,
a
curve
in
a
railway
or
canal
.
2.
Geom.
A
line
described
according
to
some
low
,
and
having
no
finite
portion
of
it
a
straight
line
.
Axis of a curve
.
See
under
Axis
.
Curve of quickest descent
.
See
Brachystochrone
.
Curve tracing
Math.
,
the
process
of
determining
the
shape
,
location
,
singular
points
,
and
other
peculiarities
of
a
curve
from
its
equation
.
Plane curve
Geom.
,
a
curve
such
that
when
a
plane
passes
through
three
points
of
the
curve
,
it
passes
through
all
the
other
points
of
the
curve
.
Any
other
curve
is
called
a
curve of double curvature
,
or
a
twisted curve
.
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