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Secuencias Didacticas
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Propósito
<p>Un saludo muy especial, espero este muy bien con sus familias y seres queridos en casa. El propósito de estas clases es establecer representaciones con problemas estadísticos aplicados a la vida real.</p>
Motivación
<p>Se interesen por seguir ampliando los conocimientos matemáticos obtenidos para aplicarlos posteriormente en el desarrollo de situaciones que conduzcan a establecer paralelos con su vida.</p>
Explicación
<p>Tabla de frecuencia absoluta y diagrama de barras:</p><p><br></p><p><img src="data:image/png;base64,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
Ejercicios
<p>Es importante recordar:</p><p>Plano cartesiano.</p><ul><li>Números Reales, operaciones básicas y propiedades.</li> <li>Propiedades de la Potenciación.</li> <li>Método gráfico.</li> <li>Área y Volumen de sólidos.</li> <li>Diseño de graficas e interpretación de datos.</li><li>Probabilidad.</li></ul><p>Medidas de Tendencia Central:</p><p>Calcule la media, mediana y moda, en cada uno de los siguientes conjuntos de observaciones:</p><p>1)20 18 16 1018 13 12 12 18 20</p><p>2)11 13 13151515 17 17 19</p><p><br></p><p>Tabla de Frecuencia Absoluta y Diagrama de Barras:<img 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
Evidencia
Evaluación
<p>Con base en la enseñanza-aprendizaje nos pondremos de acuerdo para el día y la hora de la evaluación, oral u escrita.</p>
Bibliografía
<ul><li>Ministerio de Educación Nacional, Editores SM, S.A.2.017 Vamos a aprender Matemáticas 8 Guía del Docente. Bogotá<b>, </b>D.C., Colombia.</li> <li>Gladys Vergara Saavedra. Educar Editores S.A. 2.009 Bogotá, D.C., Colombia. Misión Matemáticas 8. Libro del Docente.</li></ul> <p><b></b></p>
Foro
<ul><li>Las socializaciones y despeje de dudas las haré a través de las clases virtuales por Zoom y en las clases presenciales.</li></ul>
calificable?
Activo
Actualizar