Para que podáis repasar a vuestro ritmo todo lo referente a la oración simple y su análisis sintáctico, aquí os dejo unas presentaciones que os pueden ser de mucha utilidad. Las veremos también en clase, pero sería conveniente que les echarais un vistazo en casa y anotad las dudas.
Guía análisis sintáctico oración simple
![Resultado de imagen de imagenes sintaxis](data:image/jpeg;base64,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)
También os añado un listado de oraciones simples para analizar
Oraciones simples 1
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