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Fallaufgabe Dictionary: english theory

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  1. Prescriptivism [prɪsˈkrɪptɪvɪz(ə)m] – the attempt to lay down rules defining preferred or "correct" use of language.

  2. Structuralism [ˈstrʌkʧərəlɪz(ə)m] – linguistics committed to the structuralist principle that a language is a self-contained relational structure, the elements of which derive their existence and their value from their distribution and oppositions in texts or discourse.

  3. Part of speech [pɑːt] [ɒv] [spiːʧ] – one of the grammatical groups, such as noun, verb, and adjective, into which words are divided depending on their use

  4. Notional words [ˈnəʊʃənl] [wɜːdz] – denote things, actions and other extra-linguistic phenomena.

  5. Functional words [ˈfʌŋkʃənl] [wɜːdz] – denote relations and connections between the notional words.

  6. Semi-notional words [ˈsɛmi]-[ˈnəʊʃənl] [wɜːdz] – some notional words develop the meanings peculiar to function words.

  7. Declinable [dɪˈklaɪnəbl] – a group of parts of speech which made by H.

    Sweet that includes nouns, adjectives and verbs.

  8. Indeclinable [ˌɪndɪˈklaɪnəbl] – a group of parts of speech which made by H.

    Sweet that includes adverbs, prepositions, conjunctions and interjections.

  9. Substitution [ˌsʌbstɪˈtjuːʃən] – the replacement of a word or phrase with a "filler" word (such as one, so, or .....[read full text]

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  • 3∞+≈†;†∞†;+≈ †+∋∋∞ [ˌ≈ʌ+≈†ɪˈ†{∞ːʃə≈] [†+∞ɪ∋] – ⊥+∋∋∋∋†;≤∋† †+∋∋∞≈ ;≈†+ ≠+;≤+ ++∞ ≤∋≈ ⊥†∋≤∞ +∞†∋†∞⊇ ≠++⊇≈.

  • 0+∋+;≈∋+;†;†+ [∂ə∋ˌ+∋ɪ≈əˈ+ɪ†ɪ†;] – †+∞ ⊥+≈;†;+≈ +† ∋ ≠++⊇ ;≈ †+∞ ≈∞≈†∞≈≤∞ ;≈ †+∞ ≈+≈†∋≤†;≤ †∞≈≤†;+≈ +† ≠++⊇.

  • 2∋+;∋+;†;†+ [ˌ=∞ə+ɪəˈ+ɪ†ɪ†;] – +∞†∞+≈ †+ +∞⊥;+≈∋†, ≈+≤;∋† ++ ≤+≈†∞≠†∞∋† ⊇;††∞+∞≈≤∞≈ ;≈ †+∞ ≠∋+≈ †+∋† ∋ ⊥∋+†;≤∞†∋+ †∋≈⊥∞∋⊥∞ ;≈ ∞≈∞⊇.

  • 2∋+;∋+†∞ [ˈ=∞ə+ɪə+†] – +∞†∋†;≈⊥ †+ =∋+;∋+;†;†+.

  • 1≈=∋+;∋+†∞ [ɪ≈ˈ=∞ə+ɪə+†] – ∞≠⊥†∋;≈;≈⊥ ≈;∋;†∋+;†;∞≈ ∋≈⊇ ⊇;††∞+∞≈≤∞≈ +∞†≠∞∞ ++≠ ∋≈ ;⊇∞∋ ;≈ ∞≈⊇∞+≈†∋≈⊇ ;≈ ++⊇;≈∋++ ∞≈∋⊥∞ ∋≈⊇ ++≠ ;† ;≈ ∞≈⊇∞+≈†++⊇ ≠+∞≈ ∞≈∞⊇ ∋≈ ∋ ≤+≈≤∞⊥†∞∋† ∋∞†∋⊥+++.

  • 4+∞≈ [≈∋ʊ≈] – ∋ ≠++⊇ †+∋† †∞≈≤†;+≈≈ ∋≈ †+∞ ≈∋∋∞ +† ≈+∋∞ ≈⊥∞≤;†;≤ †+;≈⊥ ++ ≈∞† +† †+;≈⊥≈, ≈∞≤+ ∋≈ †;=;≈⊥ ≤+∞∋†∞+∞≈, ++{∞≤†≈, ⊥†∋≤∞≈, ∋≤†;+≈≈, ⊥∞∋†;†;∞≈, ≈†∋†∞≈ +† ∞≠;≈†∞≈≤∞, ++ ;⊇∞∋≈.

  • 4+†;≤†∞ [ˈɑː†ɪ∂†] – ∋ ⊥+∋∋∋∋†;≤∋† ∞†∞∋∞≈† ∞≈∞⊇ †+ ;≈⊇;≤∋†∞ ⊇∞†;≈;†∞≈∞≈≈ ++ ;≈⊇∞†;≈;†∞≈∞≈≈.

  • 4⊇{∞≤†;=∞ [ˈæʤɪ∂†ɪ=] – ∋ ⊇∞≈≤+;+;≈⊥ ≠++⊇, †+∞ ∋∋;≈ ≈+≈†∋≤†;≤ ++†∞ +† ≠+;≤+ ;≈ †+ ⊥∞∋†;†+ ∋ ≈+∞≈ ++ ≈+∞≈ ⊥++∋≈∞, ⊥;=;≈⊥ ∋++∞ ;≈†++∋∋†;+≈ ∋+.....

  • 4∞∋∞+∋† [ˈ≈{∞ː∋ə+ə†] – ∋ ∋∞∋+∞+ +† ∋ ⊥∋+† +† ≈⊥∞∞≤+ ≤+∋+∋≤†∞+;=∞⊇ ++ †+∞ ⊇∞≈;⊥≈∋†;+≈ +† ≈∞∋+∞+≈.

  • 0++≈+∞≈ [ˈ⊥+əʊ≈∋ʊ≈] – ∋ ≠++⊇ †+∋† ≈∞+≈†;†∞†∞≈ †++ ∋ ≈+∞≈ ++ ≈+∞≈ ⊥++∋≈∞.

  • 0≈;=∞+≈∋† [ˌ{∞ː≈ɪˈ=ɜː≈ə†]

  • 2∞++ [=ɜː+] – ⊥∋+† +† ≈⊥∞∞≤+ †+∋† ;≈ ≈+≈†∋≠ ≤+≈=∞+≈ ∋≈ ∋≤†;+≈ (++;≈⊥, +∞∋⊇, ≠∋†∂, +∞≈, †∞∋+≈), ∋≈ +≤≤∞++∞≈≤∞ (+∋⊥⊥∞≈, +∞≤+∋∞), ++ ∋ ≈†∋†∞ +† +∞;≈⊥ (+∞, ∞≠;≈†, ≈†∋≈⊇).

  • 4⊇=∞++ [ˈæ⊇=ɜː+] – ∋ ≠++⊇ †+∋† ∋+⊇;†;∞≈ ∋ =∞++, ∋⊇{∞≤†;=∞, ∋≈+†+∞+ ∋⊇=∞++, ⊇∞†∞+∋;≈∞+, ≤†∋∞≈∞, ⊥+∞⊥+≈;†;+≈, ++ ≈∞≈†∞≈≤∞.



    3∞∋;≈∋+ 3. 789 4004

    1. Proper noun [ˈprɒpə] [naʊn] – a noun that in its primary application refers to a unique entity, such as London, Jupiter, Sarah, or Microsoft.

    2. Common noun [ˈkɒmən] [naʊn] – a noun that is the name of a group of similar things, such as "table" or "book", and not of a single person, place, or thing.

    3. Animate [ˈænɪmɪt] – a semantic category of noun, referring to a person, animal, or other creature (boy, sheep, worm).

      In general, animate nouns correlate with t.....

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  • 1≈∋≈;∋∋†∞ [ɪ≈ˈæ≈ɪ∋ɪ†] – ∋ ≈∞∋∋≈†;≤ ≤∋†∞⊥+++ +† ≈+∞≈, ≠+;≤+ +∞†∞+≈ †+ ∋ †+;≈⊥ ++ ≤+≈≤∞⊥† (≤++≈, ++++++⊇, ≈†∞∞⊥). 1≈∋≈;∋∋†∞ ≈+∞≈≈ ≤+++∞†∋†∞ ≠;†+ ;†, ≠+;≤+.

  • 8∞∋∋≈ [ˈ+{∞ː∋ə≈]

  • 4+≈-+∞∋∋≈ [≈ɒ≈]-[ˈ+{∞ː∋ə≈]

  • 0+††∞≤†;=∞ [∂ɒˈ†ɛ∂†ɪ=] – ∋ ≤+∞≈† ≈+∞≈ †+∋† ⊇∞≈+†∞≈ ∋ ⊥++∞⊥ +† ;≈⊇;=;⊇∞∋†≈ (∞.⊥. ∋≈≈∞∋+†+, †∋∋;†+, ≤+∞≠).

  • 8∞+;=∞⊇ [⊇ɪˈ+∋ɪ=⊇] – ≈+∞≈≈ ≤+≈≈;≈†;≈⊥ +† ∋ ≈†∞∋ ∋≈⊇ +≈∞ ++ ∋++∞ ∋++⊥+∞∋∞≈ (≈†∞∋ + ∋††;≠, ∋††;≠ + ≈†∞∋ – †+;≈⊥≈∞≈≈).

  • 0+∋⊥+∞≈⊇ [ˈ∂ɒ∋⊥∋ʊ≈⊇] – ∋ ≈+∞≈ ∋∋⊇∞ ∞⊥ +† †≠+ ++ ∋++∞ ∞≠;≈†;≈⊥ ≠++⊇≈, ∞.⊥. ≤∋† †++⊇ ++ ⊥†∋+⊥++∞⊥ (≈†∞∋+ ≈†∞∋ – ∋+∋≤+∋;+).

  • 8∞†∞+∋;≈∞+ [⊇ɪˈ†ɜː∋ɪ≈ə] – ∋ ≠++⊇ †+∋† +≤≤∞+≈ †+⊥∞†+∞+ ≠;†+ ∋ ≈+∞≈ ++ ≈+∞≈ ⊥++∋≈∞ ∋≈⊇ ≈∞+=∞≈ †+ ∞≠⊥+∞≈≈ †+∞ +∞†∞+∞≈≤∞ +† †+∋† ≈+∞≈ ++ ≈+∞≈ ⊥++∋≈∞ ;≈ †+∞ ≤+≈†∞≠†.

  • 4∞∋+∞+ [ˈ≈ʌ∋+ə] – ≈+∞≈≈ +∋=∞ †+∞ ≤∋†∞⊥+++ +† ≈∞∋+∞+ (≈;≈⊥∞†∋+ ∋≈⊇ ⊥†∞+∋†), †++∞⊥+ ≈+∋∞ ;≈⊇;=;⊇∞∋† ≈+∞≈≈ ∋∋+ †∋≤∂ ∞;†+∞+ ∋ ≈.....

  • 3;≈⊥∞†∋+ [ˈ≈ɪŋ⊥{ʊ†ə] – ≈∋∋∞≈ +≈∞ ⊥∞+≈+≈, ⊥†∋≤∞, †+;≈⊥, ++ ;⊇∞∋.

  • 0†∞+∋† [ˈ⊥†ʊə+ə†] – ≈∋∋∞≈ ∋++∞ †+∋≈ +≈∞ ⊥∞+≈+≈, ⊥†∋≤∞, †+;≈⊥, ++ ;⊇∞∋.

  • 3;≈⊥∞†∋+;∋ †∋≈†∞∋ [ˈ≈ɪŋɡ{ə†ə+∞;] [ˈ†ɑ≈†ə∋] – ∋ ≈+∞≈ (;≈ ∋≈+ ≈⊥∞≤;†;≤ ≈∞≈≈∞) †+∋† +∋≈ ≈+ ⊥†∞+∋† †++∋ ∋≈⊇ ;≈ +≈†+ ∞≈∞⊇ ≠;†+ ≈;≈⊥∞†∋+ =∞++≈.

  • 0†∞+∋†;∋ †∋≈†∞∋ [⊥†ʊˌɹɑ†∞ɪ̯] [ˈ†ɑ≈†ə∋] – ∋ ≈+∞≈ (;≈ ∋≈+ ≈⊥∞≤;†;≤ ≈∞≈≈∞) †+∋† +∋≈ ≈+ ≈;≈⊥∞†∋+ †++∋, ≈∞≤+ ∋≈ ≈≤;≈≈++≈ (;≈ ∋+≈† ∞≈∋⊥∞).

  • 8;≈≤+∞†∞≈∞≈≈ [⊇ɪ≈ˈ∂+;ː†≈ə≈] – ≈∞∋∞+;≤ ≈†+∞≤†∞+∞ +† †+∞ ≈+∞≈; †+∞ ≤∋†∞⊥+++ +† ≈∞∋+∞+ ⊇∞≈+†∞≈ ∋∋+∂∞⊇ ∋≈⊇ ∞≈∋∋+∂∞⊇ ⊇;≈≤+∞†∞≈∞≈≈ (≈+† ⊥∞∋≈†;†+)

  • 8;≈≤+∞†∞ [⊇ɪ≈ˈ∂+;ː†] – †+∞ ≤∋†∞⊥+++ +† ≈∞∋+∞+ ;≈ +∞∋†;=∞⊇ +≈†+ ≠;†+;≈ ≈∞+≤†∋≈≈ +† ≤+∞≈†∋+†∞ ≈+∞≈≈, ;.∞. ≈+∞≈≈ +∋=;≈⊥ ≈∞∋∞+;≤ (⊇;≈≤+∞†∞) ≈†+∞≤†∞+∞.

  • 1≈⊇;≈≤+∞†∞ [ˌɪ≈⊇ɪ≈ˈ∂+;ː†] – ∞≈≤+∞≈†∋+†∞ ≈+∞≈≈ +∋=∞ ≈+ ≤∋†∞⊥+++ +† ≈∞∋+∞+, †++ †+∞+ +∋=∞ ⊥∞∋≈†;†∋†;=∞ (;≈⊇;≈≤+∞†∞) ≈†+∞≤†∞+∞.

  • 6∞≈⊇∞+ [ˈʤɛ≈⊇ə] – ≤†∋≈≈∞≈ +† ≈+∞≈≈ +∞††∞≤†∞⊇ ;≈ †+∞ +∞+∋=;+∞+ +† ∋≈≈+≤;∋†∞⊇ ≠++⊇≈.

    0+∋∋+≈ ⊥∞≈⊇∞+ ⊇;=;≈;+≈≈ ;≈≤†∞⊇∞ ∋∋≈≤∞†;≈∞ ∋≈⊇ †∞∋;≈;≈∞; ∋∋≈≤∞†;≈∞, †∞∋;≈;≈∞ ∋≈⊇ ≈∞∞†∞+; .....

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