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O que (quem) é external angle of border of tibia - definição

TERM IN GEOMETRY

Interior angle; Interior angles; Exterior angle; External angle; Internal angle; Angle sum of polygon; Angle sum of polygons; ∠ sum of polygons; Internal and external angle; Exterior angles; Turning angle; Turn angle

Law of the Border

1966 TURKISH FILM BY ÖMER LÜTFI AKAD

The Law of the Border

Law of the Border () is a 1966 Turkish drama film, written by Yılmaz Güney, and directed by Lütfi Ömer Akad.

https://en.wikipedia.org/wiki/Law_of_the_Border

angle

SOMETHING THAT IS FORMED WHEN TWO RAYS MEET AT A SINGLE OR SAME POINT

Angular measurement; Angular measure; Plane angle measure; Angle measure; Supplementary angles; Complementary angles; Straight angle; Acute angle; Obtuse angle; Angle (geometry); Positive angle; Negative angle; Angulate; Complementary angle; Vertical angles; Acute Angle; Reflex angle; Complementary Angles; Adjacent Angles; Adjacent angles; Theta angle; Vertical angle; Supplementary angle; Supplemental angle; Coterminal angles; Vertical Angles; Bow tie angle; ∠; ∡; ∢; Bow Tie angle; Plane angle; Oblique angle; Complamentary angle; Types of angles; Opposite angles; Suplementary angles; Ajacent angels; Vertical (angles); Vertically opposite angles; Vertically opposite angle; Angle of rotation; Angles of rotation; Vert. opp. ∠s; Vert. opp. ∠; Adj. ∠s on st. line; Complementary ∠; Supplementary ∠; Supplementary ∠s; Supp. ∠s; Complementary ∠s; Supp. ∠; Nonadjacent angle; Adjacent angle pairs; Adjacent angle pair; Anggulo; Linear pair of angles; ⦛; ⦞; ⦟; ⦢; ⦣; ⦦; ⦧; ⦨; ⦩; ⦪; ⦫; ⦬; ⦭; ⦮; ⦯; Adjacent angle; ⦤; ⦥; Corner angle; Planar angle; Planar angles; Intersecting angle pairs; Co-angle; Explementary angle; Explementary angles; Conjugate angles; Rotation angle; Angular unit; Draft:Unit of angle; Angle addition postulate; Angular units; Units of angle measure; Perigon angle; Measuring angles; Measurement of angles; User:Kat098643234567/sandbox/angles; Multiples of π; Factors of π; Factor of π; MULπ; MOπ; Multiples of pi; Factors of pi; Factor of pi; Fraction of pi; Fraction of π; Curvilinear angle; Mixed angle; Right-angled; Oblique-angled; Complement angle

I

n.

space between two straight lines that meet

1) an acute; alternate; complementary; exterior; interior; obtuse; right; solid angle

2) a sharp angle (at a sharp angle)

3) the side; vertex of an angle

deviation from a straight line

4) at an angle (at an angle of thirty degrees; at a rakish angle; at a right angle)

viewpoint

aspect

5) from an angle (to examine a question from various angles)

motive; scheme

(colloq.) (esp. AE)

6) to have an angle

II

v. (d; intr.) to angle for ('to try to obtain') (she was angling for an invitation)

tibia

LONG BONE OF THE LOWER LEG

Medial and lateral condyles; Tibia (bone); Shin bone; Ossification of tibia; Lower extremity of tibia; Shaft of tibia; Upper extremity of tibia; Tibia bone; Shank bone; Distal tibia; Proximal tibia bone; Body of the tibia; Posterior malleolus; SHANKBONE; Head of the tibia; Chinbone; Upper end of tibia; Lower end of tibia; Tibiae; Right tibia; Chemis shin; Tibiæ; Shin Bone; Tibias; Corpus tibiae; Extremitas distalis tibiae; Extremitas proximalis tibiae; Tibius; Upper extremity of the tibia; Proximal extremity of tibia; Proximal extremity of the tibia; Lower extremity of the tibia; Distal extremity of the tibia; Distal extremity of tibia; Shinbone; Ossification of tibia bone; Ossification of tibia bones; Ossification of the tibia bones; Ossification of the tibia bone; Ossification of the tibia; Tibia bones; Upper end of tibia bone; Upper end of the tibia bone; Upper end of the tibia; Upper ends of tibia bones; Upper ends of the tibia bones; Body of tibia

['t?b??]

¦ noun (plural tibiae -b?i: or tibias) Anatomy the inner and typically larger of the two bones between the knee and the ankle, parallel with the fibula.

?Entomology the fourth segment of the leg of an insect, between the femur and the tarsus.

Derivatives

tibial adjective

Origin

ME: from L., 'shin bone'.

Wikipédia

Internal and external angles

In geometry, an angle of a polygon is formed by two sides of the polygon that share an endpoint. For a simple (non-self-intersecting) polygon, regardless of whether it is convex or non-convex, this angle is called an interior angle (or internal angle) if a point within the angle is in the interior of the polygon. A polygon has exactly one internal angle per vertex.

If every internal angle of a simple polygon is less than π radians (180°), then the polygon is called convex.

In contrast, an exterior angle (also called an external angle or turning angle) is an angle formed by one side of a simple polygon and a line extended from an adjacent side.^{: pp. 261-264}

https://en.wikipedia.org/wiki/Internal and external angles