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	<title>calificar moode &#8211; VIS Hosting</title>
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		<title>Sistemas de calificación en Moodle: configura letras, números y escalas combinadas</title>
		<link>https://vis-hosting.com/adaptar-la-calificacion-de-tu-colegio-a-moodle/</link>
					<comments>https://vis-hosting.com/adaptar-la-calificacion-de-tu-colegio-a-moodle/#respond</comments>
		
		<dc:creator><![CDATA[Carlos]]></dc:creator>
		<pubDate>Sun, 15 Nov 2020 22:48:00 +0000</pubDate>
				<category><![CDATA[Moodle y Elearning]]></category>
		<category><![CDATA[Moodle colegios (CTA intermedio)]]></category>
		<category><![CDATA[asignar notas]]></category>
		<category><![CDATA[calificar moode]]></category>
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					<description><![CDATA[Estás buscando cómo adaptar la forma de calificación de tu institución educativa a Moodle? Si bien la mayoría de países rige su forma de calificación en base a lineamientos del Ministerio de Educación, muchas veces las instituciones educativas manejan sus propias formas de calificar, incluso en muchos casos combinan calificaciones numéricas con calificaciones basadas en [&#8230;]]]></description>
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									<p class="p1"><span class="s1">Estás buscando cómo adaptar la forma de calificación de tu institución educativa a Moodle? Si bien la mayoría de países rige su forma de calificación en base a lineamientos del Ministerio de Educación, muchas veces las instituciones educativas manejan sus propias formas de calificar, incluso en muchos casos combinan calificaciones numéricas con calificaciones basadas en letras.</span></p><p class="p1"><span class="s1">Por ejemplo, algunos <a href="https://www.vis-hosting.com/moodle-para-colegios/"><strong>colegios con miles de alumnos</strong></a> y que son clientes de nuestros servicios Moodle, utilizan el siguiente formato de evaluación:</span></p><p class="p1"><span class="s1">Desde Educación Inicial hasta el final de educación primaria y </span><span class="s2">parte de secundaria,</span><span class="s3"> </span><span class="s1">emplean AD, A, B, y C. Y para años superiores emplean calificación numérica de 0 a 20.</span></p>
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  <p style="margin:0 0 8px 0;font-size:19px;font-weight:700;color:#1f2937;">¿Estás implementando Moodle en tu institución?</p>
  <p style="margin:0 0 12px 0;font-size:14px;color:#4b5563;">Descubre una solución especializada para colegios con soporte y configuración adaptada al entorno educativo.</p>
  <a href="https://vis-hosting.com/moodle-colegios/" style="font-size:14px;font-weight:600;color:#1f7a4d;text-decoration:none;">Ver Moodle para colegios →</a>
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<p class="p1"><span class="s1">Incluso dependiendo del país, podrían emplear calificación numérica de 0 a 10 o a 20 o incluso 100.</span></p><p class="p1"><span class="s1">Para solucionar esta situación, debes crear una <strong>tabla de equivalencias</strong>, la cual puedes encontrarla en </span><span class="s2">Administrador / Calificaciones</span><span class="s1">.</span></p><p class="p1"><span class="s1">En esta <strong>tabla de equivalencias</strong>, se crean los formatos de puntuación, y se asignan valores porcentuales en el caso de emplearse letras. Por ejemplo, si una nota máxima es 20, se puede definir que entre 18 y 20, sea considerado como AD. Y que cualquier nota  por debajo de 10 sea considerado C.</span></p><p class="p3"><span class="s1"><img decoding="async" 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" alt="mail.png" /></span></p><p class="p1"><span class="s1">Debes tener en cuenta que no importa el formato de calificación que tu institución utilice, o incluso como las combinen, Moodle está preparado para aceptarlo.</span></p><p class="p1"><span class="s1">Además es importante definir estos parámetros durante la implementación inicial de la plataforma, para que luego al cargar a los alumnos de forma masiva, el formato de calificación sea asignado de manera correcta a todos.</span></p><p class="p1"><span class="s1">En VIS somos especialistas en <strong><a href="https://www.vis-hosting.com/moodle-de-alta-demanda/" target="_blank" rel="noopener">alojamiento Moodle de alta demanda</a></strong>, además brindamos <strong><a href="https://www.vis-hosting.com/contactanos/" target="_blank" rel="noopener">servicios de implementación y capacitación</a></strong> en Moodle para tu institución, desde una pequeña escuela hasta una gran universidad.</span></p>
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