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Homographs are words with the same spelling but having more than one meaning. Homographs may be pronounced the same , or they may be pronounced differently (heteronyms, also known as heterophones). Some homographs are nouns or adjectives when the accent is on the first syllable, and verbs when it is on the second.
In linguistics, word order (also known as linear order) is the order of the syntactic constituents of a language. Word order typology studies it from a cross-linguistic perspective, and examines how languages employ different orders. Correlations between orders found in different syntactic sub-domains are also of interest.
For the second portion of the list, see List of words having different meanings in American and British English: M–Z. Asterisked (*) meanings, though found chiefly in the specified region, also have some currency in the other region; other definitions may be recognised by the other as Briticisms or Americanisms respectively.
For the first portion of the list, see List of words having different meanings in American and British English (A–L). Asterisked (*) meanings, though found chiefly in the specified region, also have some currency in the other dialect; other definitions may be recognised by the other as Briticisms or Americanisms respectively.
A homograph (from the Greek: ὁμός, homós 'same' and γράφω, gráphō 'write') is a word that shares the same written form as another word but has a different meaning. [1] However, some dictionaries insist that the words must also be pronounced differently, [ 2 ] while the Oxford English Dictionary says that the words should also be of ...
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Children have to put the jumbled letters in the right order to make the word (e.g. BOOK). Part 3 tests simple words' spelling. Part 4 has a text with some missing words (gaps). Below the text, there is a box with some pictures and some words. Children have to choose the right word from the box and copy it into the right gap.
For example, if x, y and z are elements of a group G, then xy, z −1 xzz and y −1 zxx −1 yz −1 are words in the set {x, y, z}. Two different words may evaluate to the same value in G, [1] or even in every group. [2] Words play an important role in the theory of free groups and presentations, and are central objects of study in ...