marginal area - перевод на русский
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marginal area - перевод на русский

IDENTIFIABLE UNIT IN SPEECH
Speech segment; Marginal phoneme; Marginal segment; Marginal segments; Marginal consonant; Marginal consonants; Marginal vowel; Marginal vowels; Marginal sound; Marginal sounds; Marginal phonemes; Speech segments
Найдено результатов: 1637
marginal area      

общая лексика

пограничный участок

marginal area      
боковое поле (книги, формы)
marginal area      
маргинальная зона; район проживания жителей, где соседствуют две или более культуры;
marginal physical product         
  • Average Physical Product (APP), Marginal Physical Product (MPP)
Marginal productivity; Marginal physical product; Marginal Physical Product; Marginal production; Marginal Productivity
1) предельный продукт в физических единицах, предельный вещественный продукт
2) изделие с предельно возможными характеристиками
marginal product         
  • Average Physical Product (APP), Marginal Physical Product (MPP)
Marginal productivity; Marginal physical product; Marginal Physical Product; Marginal production; Marginal Productivity
предельный [маржинальный, приростный] продукт (дополнительный продукт, получаемый в результате затраты дополнительной единицы любого из факторов производства)
marginal productivity         
  • Average Physical Product (APP), Marginal Physical Product (MPP)
Marginal productivity; Marginal physical product; Marginal Physical Product; Marginal production; Marginal Productivity
предельная [маржинальная, приростная] производительность
area         
  • cylinder]] of the same height and radius.
  • Although there are 10 mm in 1 cm, there are 100 mm<sup>2</sup> in 1 cm<sup>2</sup>.
  • The area between two graphs can be evaluated by calculating the difference between the integrals of the two functions
  • sectors]] which rearrange to form an approximate [[parallelogram]].
  • 120px
  • 100px
  • 100px
  • 100px
  • 80px
  • 100px
  • 120px
  • 100px
  • Integration can be thought of as measuring the area under a curve, defined by ''f''(''x''), between two points (here ''a'' and ''b'').
  • 120px
  • 100px
  • left
  • 120px
  • 160px
  • A diagram showing how a parallelogram can be re-arranged into the shape of a rectangle.
  • 150px
  • 160px
  • 120px
  • lw}}.
  • 120px
  • A square metre [[quadrat]] made of PVC pipe.
  • 200px
  • 150px
  • A parallelogram split into two equal triangles.
  • 220px
  • hochkant=0.2
  • 120px
QUANTITY THAT EXPRESSES THE EXTENT OF A TWO-DIMENSIONAL SURFACE OR SHAPE, OR PLANAR LAMINA, IN THE PLANE
Area measure; Area (geometry); Area (mathematics); Area of an ellipse; Area of plane region; Area formula; Areas of Basic Shapes; Area of figure; Areas; Square length; List of area formulas; List of formulas for area; Unit of area
area         
  • cylinder]] of the same height and radius.
  • Although there are 10 mm in 1 cm, there are 100 mm<sup>2</sup> in 1 cm<sup>2</sup>.
  • The area between two graphs can be evaluated by calculating the difference between the integrals of the two functions
  • sectors]] which rearrange to form an approximate [[parallelogram]].
  • 120px
  • 100px
  • 100px
  • 100px
  • 80px
  • 100px
  • 120px
  • 100px
  • Integration can be thought of as measuring the area under a curve, defined by ''f''(''x''), between two points (here ''a'' and ''b'').
  • 120px
  • 100px
  • left
  • 120px
  • 160px
  • A diagram showing how a parallelogram can be re-arranged into the shape of a rectangle.
  • 150px
  • 160px
  • 120px
  • lw}}.
  • 120px
  • A square metre [[quadrat]] made of PVC pipe.
  • 200px
  • 150px
  • A parallelogram split into two equal triangles.
  • 220px
  • hochkant=0.2
  • 120px
QUANTITY THAT EXPRESSES THE EXTENT OF A TWO-DIMENSIONAL SURFACE OR SHAPE, OR PLANAR LAMINA, IN THE PLANE
Area measure; Area (geometry); Area (mathematics); Area of an ellipse; Area of plane region; Area formula; Areas of Basic Shapes; Area of figure; Areas; Square length; List of area formulas; List of formulas for area; Unit of area
area         
  • cylinder]] of the same height and radius.
  • Although there are 10 mm in 1 cm, there are 100 mm<sup>2</sup> in 1 cm<sup>2</sup>.
  • The area between two graphs can be evaluated by calculating the difference between the integrals of the two functions
  • sectors]] which rearrange to form an approximate [[parallelogram]].
  • 120px
  • 100px
  • 100px
  • 100px
  • 80px
  • 100px
  • 120px
  • 100px
  • Integration can be thought of as measuring the area under a curve, defined by ''f''(''x''), between two points (here ''a'' and ''b'').
  • 120px
  • 100px
  • left
  • 120px
  • 160px
  • A diagram showing how a parallelogram can be re-arranged into the shape of a rectangle.
  • 150px
  • 160px
  • 120px
  • lw}}.
  • 120px
  • A square metre [[quadrat]] made of PVC pipe.
  • 200px
  • 150px
  • A parallelogram split into two equal triangles.
  • 220px
  • hochkant=0.2
  • 120px
QUANTITY THAT EXPRESSES THE EXTENT OF A TWO-DIMENSIONAL SURFACE OR SHAPE, OR PLANAR LAMINA, IN THE PLANE
Area measure; Area (geometry); Area (mathematics); Area of an ellipse; Area of plane region; Area formula; Areas of Basic Shapes; Area of figure; Areas; Square length; List of area formulas; List of formulas for area; Unit of area
сущ.
1) площадь, пространство;
2) область, зона;
3) сфера деятельности;
4) часть территории, выделенная по ряду показателей;
area         
  • cylinder]] of the same height and radius.
  • Although there are 10 mm in 1 cm, there are 100 mm<sup>2</sup> in 1 cm<sup>2</sup>.
  • The area between two graphs can be evaluated by calculating the difference between the integrals of the two functions
  • sectors]] which rearrange to form an approximate [[parallelogram]].
  • 120px
  • 100px
  • 100px
  • 100px
  • 80px
  • 100px
  • 120px
  • 100px
  • Integration can be thought of as measuring the area under a curve, defined by ''f''(''x''), between two points (here ''a'' and ''b'').
  • 120px
  • 100px
  • left
  • 120px
  • 160px
  • A diagram showing how a parallelogram can be re-arranged into the shape of a rectangle.
  • 150px
  • 160px
  • 120px
  • lw}}.
  • 120px
  • A square metre [[quadrat]] made of PVC pipe.
  • 200px
  • 150px
  • A parallelogram split into two equal triangles.
  • 220px
  • hochkant=0.2
  • 120px
QUANTITY THAT EXPRESSES THE EXTENT OF A TWO-DIMENSIONAL SURFACE OR SHAPE, OR PLANAR LAMINA, IN THE PLANE
Area measure; Area (geometry); Area (mathematics); Area of an ellipse; Area of plane region; Area formula; Areas of Basic Shapes; Area of figure; Areas; Square length; List of area formulas; List of formulas for area; Unit of area

['e(ə)riə]

общая лексика

область

район

зона

ареал

область обитания

площадь

пространство

участок

область, участок

область памяти, часть экрана

сфера деятельности

область специализации

медицина

место

плоскость

строительное дело

площадь (помещения, поверхности, фигуры и т. п.)

площадка

внутренний двор

пространство, зона

приямок (напр. у окна подвального этажа)

нефтегазовая промышленность

поверхность

зона, район, область, территория, участок

существительное

общая лексика

площадь

пространство

участок

район

область

зона

сфера (деятельности)

область (исследования и т. п.)

размах

охват

сфера

проход

ведущий к входу в подвал

приямок перед окнами подвального этажа

площадь, пространство

край

размах, сфера

дворик ниже уровня улицы, через который проходят в полуподвал

анатомия

поле (коры головного мозга)

синоним

section

Определение

АР
а, м.
Единица площади, равна 100 м2, или 0,01 га.||Ср. ГЕКТАР.

Википедия

Segment (linguistics)

In linguistics, a segment is "any discrete unit that can be identified, either physically or auditorily, in the stream of speech". The term is most used in phonetics and phonology to refer to the smallest elements in a language, and this usage can be synonymous with the term phone.

In spoken languages, segments will typically be grouped into consonants and vowels, but the term can be applied to any minimal unit of a linear sequence meaningful to the given field of analysis, such as a mora or a syllable in prosodic phonology, a morpheme in morphology, or a chereme in sign language analysis.

Segments are called "discrete" because they are, at least at some analytical level, separate and individual, and temporally ordered. Segments are generally not completely discrete in speech production or perception, however. The articulatory, visual and acoustic cues that encode them often overlap. Examples of overlap for spoken languages can be found in discussions of phonological assimilation, coarticulation, and other areas in the study of phonetics and phonology, especially autosegmental phonology.

Other articulatory, visual or acoustic cues, such as prosody (tone, stress), and secondary articulations such as nasalization, may overlap multiple segments and cannot be discretely ordered with them. These elements are known as suprasegmentals.

Как переводится marginal area на Русский язык