Anglenoun
(geometry) A figure formed by two rays which start from a common point (a plane angle) or by three planes that intersect (a solid angle).
Anglenoun
(geometry) The measure of such a figure. In the case of a plane angle, this is the ratio (or proportional to the ratio) of the arc length to the radius of a section of a circle cut by the two rays, centered at their common point. In the case of a solid angle, this is the ratio of the surface area to the square of the radius of the section of a sphere.
Anglenoun
A corner where two walls intersect.
Anglenoun
A change in direction.
Anglenoun
A viewpoint; a way of looking at something.
Anglenoun
(media) The focus of a news story.
Anglenoun
A storyline between two wrestlers, providing the background for and approach to a feud.
Anglenoun
(slang) An ulterior motive; a scheme or means of benefitting from a situation, usually hidden, often immoral
Anglenoun
A projecting or sharp corner; an angular fragment.
Anglenoun
(astrology) Any of the four cardinal points of an astrological chart: the Ascendant, the Midheaven, the Descendant and the Imum Coeli.
Anglenoun
A fishhook; tackle for catching fish, consisting of a line, hook, and bait, with or without a rod.
Angleverb
To place (something) at an angle.
Angleverb
To change direction rapidly.
Angleverb
To present or argue something in a particular way or from a particular viewpoint.
Angleverb
To hamper (oneself or one's opponent) by leaving the cue ball in the jaws of a pocket such that the surround of the pocket (the "angle") blocks the path from cue ball to object ball.
Angleverb
(intransitive) To try to catch fish with a hook and line.
Angleverb
(informal) (with for) To attempt to subtly persuade someone to offer a desired thing.
Anglenoun
The inclosed space near the point where two lines meet; a corner; a nook.
Anglenoun
The figure made by. two lines which meet.
Anglenoun
A projecting or sharp corner; an angular fragment.
Anglenoun
A name given to four of the twelve astrological "houses."
Anglenoun
A fishhook; tackle for catching fish, consisting of a line, hook, and bait, with or without a rod.
Angleverb
To fish with an angle (fishhook), or with hook and line.
Angleverb
To use some bait or artifice; to intrigue; to scheme; as, to angle for praise.
Angleverb
To try to gain by some insinuating artifice; to allure.
Anglenoun
the space between two lines or planes that intersect; the inclination of one line to another; measured in degrees or radians
Anglenoun
a biased way of looking at or presenting something
Anglenoun
a member of a Germanic people who conquered England and merged with the Saxons and Jutes to become Anglo-Saxons
Angleverb
move or proceed at an angle;
Angleverb
to incline or bend from a vertical position;
Angleverb
seek indirectly;
Angleverb
fish with a hook
Angleverb
present with a bias;
Angle
In Euclidean geometry, an angle is the figure formed by two rays, called the sides of the angle, sharing a common endpoint, called the vertex of the angle. Angles formed by two rays lie in the plane that contains the rays.
Slopenoun
An area of ground that tends evenly upward or downward.
Slopenoun
The degree to which a surface tends upward or downward.
Slopenoun
(mathematics) The ratio of the vertical and horizontal distances between two points on a line; zero if the line is horizontal, undefined if it is vertical.
Slopenoun
(mathematics) The slope of the line tangent to a curve at a given point.
Slopenoun
The angle a roof surface makes with the horizontal, expressed as a ratio of the units of vertical rise to the units of horizontal length (sometimes referred to as run).
Slopenoun
A person of Chinese or other East Asian descent.
Slopeverb
(intransitive) To tend steadily upward or downward.
Slopeverb
(transitive) To form with a slope; to give an oblique or slanting direction to; to incline or slant.
Slopeverb
To try to move surreptitiously.
Slopeverb
(military) To hold a rifle at a slope with forearm perpendicular to the body in front holding the butt, the rifle resting on the shoulder.
Slopeadjective
(obsolete) Sloping.
Slopeadverb
(obsolete) slopingly
Slopenoun
An oblique direction; a line or direction including from a horizontal line or direction; also, sometimes, an inclination, as of one line or surface to another.
Slopenoun
Any ground whose surface forms an angle with the plane of the horizon.
Slopenoun
The part of a continent descending toward, and draining to, a particular ocean; as, the Pacific slope.
Slopeadjective
Sloping.
Slopeadverb
In a sloping manner.
Slopeverb
To form with a slope; to give an oblique or slanting direction to; to direct obliquely; to incline; to slant; as, to slope the ground in a garden; to slope a piece of cloth in cutting a garment.
Slopeverb
To take an oblique direction; to be at an angle with the plane of the horizon; to incline; as, the ground slopes.
Slopeverb
To depart; to disappear suddenly.
Slopenoun
an elevated geological formation;
Slopenoun
the property possessed by a line or surface that departs from the horizontal;
Slopeverb
be at an angle;
Slopenoun
a surface of which one end or side is at a higher level than another; a rising or falling surface
Slopenoun
a difference in level or sideways position between the two ends or sides of a thing
Slopenoun
a part of the side of a hill or mountain, especially as a place for skiing
Slopenoun
the gradient of a graph at any point.
Slopenoun
the mutual conductance of a valve, numerically equal to the gradient of one of the characteristic curves of the valve.
Slopenoun
a person from East Asia, especially Vietnam.
Slopeverb
(of a surface or line) be inclined from a horizontal or vertical line; slant up or down
Slopeverb
place or arrange in a sloping position
Slopeverb
move in an idle or aimless manner
Slopeverb
leave unobtrusively, typically in order to evade work or duty
Slope
In mathematics, the slope or gradient of a line is a number that describes both the direction and the steepness of the line. Slope is often denoted by the letter m; there is no clear answer to the question why the letter m is used for slope, but its earliest use in English appears in O'Brien (1844) who wrote the equation of a straight line as and it can also be found in Todhunter (1888) who wrote it as .Slope is calculated by finding the ratio of the to the between (any) two distinct points on a line.