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提问人:网友csgogogo 发布时间:2022-01-06
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Universally found in the grammars of all human languages, syntactic rules that comprise the system of internalized linguistic knowledge of a language speaker are known as linguistic competence.

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更多“Universally found in the grammars of all human languages, syntactic rules that comprise the system o…”相关的问题
第1题
Most physical labor, except for ______, was performed by people who owned their own farms or shops or could expect eventually to be economically independent.

A、tenant farmers

B、slaves

C、yeomen

D、aristocracy

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第2题
In a self-bias circuit for an n-channel JFET transistor the se1f-bias line ______.

A、is straight up and down parallel to the ID axis

B、is straight left and right parallel to the VGS axis

C、is slanted and passing through the ID and the VGS axis on the positive side

D、is slanted and passes through origin

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第3题
Which of the following is NOT included in the three classes of syntactic relations?

A、positional relations

B、relations of co-occurrence

C、relations of expansion

D、relations of substitutability

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第4题
The theory of case condition accounts for the fact that __________.

A、noun phrases appear only in subject and object positions

B、noun phrases can be used to modify another noun phrase

C、noun phrase can be used in adverbial positions

D、noun phrase can be moved to any place if necessary

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第5题
The syntactic rules of any language are finite in number, but there is no limit to the number of sentences native speakers of that language are able to produce and comprehend.
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第6题
refers to a relation holding between elements replaced with each other at a particular place in a structure, or between one element present and the others absent.

A、syntagmatic relation

B、morphological

C、linguistic

D、paradigmatic relation

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第7题
What is actually internalized in the mind of a native speaker is a complete list of words and phrases rather than grammatical knowledge.
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第8题
Sentences are composed of sequence of words arranged in a simple linear order, with one adding onto another following a simple arithmetic logic.
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