The basic form of a word which cannot be further analyzed without total loss of identity is called a ( ).
A: affixes
B: derivation
C: inflectional
D: prefixes
E: prefixation
F: root
A: affixes
B: derivation
C: inflectional
D: prefixes
E: prefixation
F: root
举一反三
- A root is the basic form. of a word which cannot be further analyzed without total loss of identity.（）
- A(n)___ is the basic form of a word, which cannot be further analyzed without total loss of identity. A: stem B: root C: morpheme D: affix
- The method of creating words by adding word-forming affixes to roots is called ( ). A: affixes B: derivation C: inflectional D: prefixes E: prefixation F: root
- The forms that are attached to words or word elements to modify meaning or function are ( ). A: affixes B: derivation C: inflectional D: prefixes E: prefixation F: root
- refers to the base form of a word that cannot be further analyzed without loss of identity. That is to say, it is that part of the word that is left when all the affixes are removed. And can be further classified into free root morpheme and bound root morpheme.