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11
https://www.afluir.es/index.php/afluir
www.afluir.es
Revista de Investigación y
Creación artística
http:/
Ordinario VII
Octubre 2023
I Investigación
ISSN: 2659-7721
DOI: https://dx.doi.org/10.48260/ralf.7.166
Cabe mencionar que en educación preescolar y primaria, los contenidos se dirigen para que el
docente titular frente a grupo sea quien brinde la formación artística en caso de no contar con
docente especializados en el campo, el cual deviene una problemática, ya que muy pocos
estados de la República Mexicana cuentan con docentes especialistas en el área y consideran
que los contenidos son muy básicos o elementales, como en el caso del estado de Sinaloa, en
donde por recurso estatal se cuenta con docentes especialistas en artes y se realiza una
adecuación del currículum por parte de Secretaría de Educación Pública y Cultura (SEPyC) para
elevar los contenidos que profesionales de la educación artística que trabajarán en educación
preescolar y primaria. En este sentido, en el mismo plan de estudios sí se contempla que la
educación secundaria tiene docentes especialistas en las áreas de música, danza, teatro y artes
visuales, y puede manejar solamente una de las expresiones artísticas, sin embargo, se menciona
la importancia de la integralidad en el abordaje de los contenidos y si el docente cuenta con el
perfil, pueda desarrollar otras habilidades donde no implica solo la que es titular, si no, tener el
compromiso de implicarse en otras expresiones que eleven la calidad del área artística.
Este plan de estudios 2011 se plantea la asignatura como tal, educación artística y se
enmarca desde tres ejes: apreciación, expresión y contextualización. En la apreciación, se tiene
como objetivo que el estudiante logre desarrollar capacidades y percepción estética, en la
expresión artística, el objetivo es que logre desarrollar actividades artísticas con bases y
fundamentos teóricos y metodológicos para su desarrollo y la contextualización, el momento en
que las actividades tienen una trascendencia no solo en el aula, si no, en la comunidad (SEP,
2011). Cabe mencionar que en este plan de estudios se presentan contenidos sistemáticos de
temas por bloques, de acuerdo al desarrollo del estudiante, además, presenta orientaciones
didácticas que facilitan el desarrollo de las mismas a los docentes a cargo y también, como un
hecho histórico, se brindan libros de texto gratuitos de educación artística a los estudiantes.
Por lo tanto, en el plan de estudios, 2011, se manejó sobre el propósito de la educación
artística es que los estudiantes:
a) Desarrollen la competencia artística y cultural a partir del acercamiento a los
lenguajes, procesos y recursos de las artes, con base en el trabajo pedagógico diseñado para
potencializar sus capacidades, atender sus intereses y satisfacer sus necesidades socioculturales;
b) Adquieran los conocimientos y las habilidades propios de los lenguajes artísticos: artes
visuales, expresión corporal y danza, música y teatro, que les permitan desarrollar su
pensamiento artístico, paralelamente a sus actitudes y valores, mediante experiencias estéticas
que mejoren su desempeño creador y c) Valoren la importancia de la diversidad y la riqueza del
patrimonio artístico y cultural por medio del descubrimiento y de la experimentación de los
diferentes aspectos del arte al vivenciar actividades cognitivas, afectivas y estéticas (SEP, 2011,
p. 177).