![](data:image/png;base64,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)
91
issn-i 2631-2840 | issn-e 2631-2859
Alexánder Padilla
Universidad Central del Ecuador (Ecuador)
https://orcid.org/0000-0001-5059-3199
:10.29166/kronos.v2i1.2614
To recognize what is or what is not an appropriate
use of English, language scientist have disposed the
ocial term «Standard English». If so, what does this
term really mean? and what were the conditions and
bounds where this term was created? in consequence,
who are the people that really speak in this strict way?
is book discusses through an anthropological and
linguistic way the term «good English». us, in gen-
eral words the author discusses: How can somebody
know whether his use of English is appropriated or
not? What are the causes of such distinction (good/
bad) in real practices using this language? Moreover,
the specic objective beyond the common negative
answer about not standard English, this book oers
an explanation from the social, cultural and historical
facts about the meaning of being an English user in
dierent parts of the world.
is book is divided in two parts, the rst part contains
5 chapters which focus on the explanation of the relation
between appropriated and bad English, and its persistence
and reproduction in dierent settings. e second part is
divided in 5 chapters, then they focus on the analysis of
the linguistic manifestation of some cases of study, such
as, the mother tongue or lingua franca through the roles
of social, historical and geographical factors.
e rst part explains the social construction of
English regarding the people’s believes about the acqui-
sition of a new language or the natural way of speak-
ing in native countries. us, this part explains that
speaking English becomes natural in native countries.
Standard English is a term which meaning is discussed
throughout the book dismissing the idea of the uni-
versal truth. e author argues that Standard English
(good English) is not recognized as a universal truth,
but as a social construction which really depends of
the social circumstances.
e important elements discussed are the precon-
ceived notions which are called language ideologies.
Language ideologies are acquired implicitly in life
in an unconscious way and they led to simplify the
distinction of the features of the language. According
to this distinction in the language, people are able to
judge whether somebody speaks appropriated or not.
Besides, it allows to recriminate and separate who
speaks well and who doesn’t. In fact, the book shows
cases of linguistic research and surveys; they indicate
that students from native countries, ( students for
example) are considered speakers with the perfect use
of Standard English. However, students consider
themselves imperfect speakers due to the fact that exist
an inferiority toward British pronunciation because
their pronunciation is considered as that one that is
truly correct.
Furthermore, the book oers the perspective of
users of English in some places where English is not
the mother tongue. In these kind of environments
English users tend to speak English with a wide variety
of styles around the world, adding a sort of mixture
of local words and phrases. Again, not mother tongue
English users are considered unappropriated users
of this language, hence the distinction becomes the
legitimation of a social hierarchy and control. en,
the author explains how the accent, dialects, etc. is
an element of prestige or social class; showing the
example of the results of a study of surveys applied in
and users. At the end of this part, the author
points out the causes and the negative consequences
of speaking dierently, it means, out of the standard
English, such as, the segregation, isolation, injustice
and discrimination in social relations.
e second part of the book is made of linguistic
manifestation of English presented in some cases of
study such as: mother tongue acquisition of Standard
English, African American English, Singlish, New Delhi
English and English as a lingua franca. ese cases of
study constitute the attitudes developed from dierent
Peterson, Elizabeth. (2020), eBook, Oxford
| - | vol. | n.°
Recibido: 30 de marzo 2021
Aprobado: 30 de abril 2021