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<p style="text-align: center;"><span style="font-size: 18px;">Guía 9</span></p><p style="text-align: center;"><span style="font-size: 18px;">Que el estudiante interprete y aplique Medidas de Tendencia Central</span></p>
Motivación
<p style="text-align: center;"><img src="data:image/jpeg;base64,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" alt="MEDIDAS DE TENDENCIA CENTRAL FORMULAS; La MEDIA, MEDIANA y MODA DEFINICIÓN - YouTube" =""="" www.youtube.com="" watch?v="0DA7Wtz1ddg"" style="" rel=""><br></p>
Explicación
<p>Las <b>medidas de tendencia central</b> son <b>medidas</b> estadísticas que pretenden resumir en un solo valor a un conjunto de valores. Representan un centro en torno al cual se encuentra ubicado el conjunto de los datos. Las <b>medidas de tendencia central</b> más utilizadas son: media, mediana y moda</p><p><img 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" alt="" width="612" height="214" style="width: 612px; height: 214px;"></p><p><br></p><p><img src="/web/uploads/9119/ca384cbddb-001.jpg" width="599" height="94" style="width: 599px; height: 94px;"></p><p><br></p><p><img src="/web/uploads/9119/849016e294-002.jpg" width="524" height="311" style="width: 524px; height: 311px;"></p><p><br></p>
Ejercicios
<p>Realizar los siguientes ejercicios.</p><p><img src="/web/uploads/9119/b23ef2c73a-003.jpg" width="539" height="315" style="width: 539px; height: 315px;"><br></p><p><img src="/web/uploads/9119/b17c554e9f-004.jpg" width="540" height="294" style="width: 540px; height: 294px;"><br></p><p><br></p><p><br></p><p><img src="/web/uploads/9119/ce8487f956-005.jpg" width="534" height="144" style="width: 534px; height: 144px;"></p><p><br></p>
Evidencia
Evaluación
<p>La <b>evaluación es formativa e integral</b>, por lo tanto, se tendrá en cuenta:</p><p><o:p></o:p></p><p><span style="font-size: 11px;"><b>1. </b>La presentación del trabajo sea impecable y muestra su dedicación.<o:p></o:p></span></p><p><span rel="font-size: 11px;" style="font-size: 11px;"><b>2. Participación</b>, realizando preguntas al profesor y retroalimentando los conocimientos.<o:p></o:p></span></p><p><span style="font-size: 11px;"><b>3. </b>Realización de todas las actividades de manera <b>responsable y puntual.</b><o:p></o:p></span></p><p><span rel="font-size: 11px;" style="font-size: 11px;"><b>4. La apropiación, reflexión y retroalimentación</b> de los saberes comprendidos en el taller.<o:p></o:p></span></p><p><b><span style="font-size: 11px;">¿Cómo presentar el trabajo?</span></b><o:p></o:p></p><p><span rel="font-size: 11px;" style="font-size: 11px;"><b>1. </b>Se debe resolver en hoja block cuadriculadas o en el cuaderno, donde más facilite.<o:p></o:p></span></p><p><span style="font-size: 11px;"><b>2. </b>Fecha de entrega será estipulada por el profesor. Preferiblemente en <b>PDF</b> como se muestra en el tutorial adjunto por el profesor.<o:p></o:p></span></p><p><span rel="font-size: 11px;" style="font-size: 11px;"><b>3. </b>El trabajo se recibe el día de la fecha de entrega.<o:p></o:p></span></p><p><b><span style="font-size: 11px;">Forma de entrega:</span></b><o:p></o:p></p><p><span rel="font-size: 11px;" style="font-size: 11px;">Plataforma <b>Sinapsis </b>en la pestaña <b>Tarea, </b>o al <b>correo: wnaranjodeo@gmail.com o al WhatsApp: </b>3123624081<o:p></o:p></span></p>
Bibliografía
<p>Vamos aprender Matemáticas 6°. Texto Ministerio de Educación</p>
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