Toggle navigation
Login
Inicio
Home
Secuencias Didacticas
10817
Actualizar
Actualizar Secuencia Didactica: 10817
Año
Periodo
Período 1
Período 2
Período 3
Período 4
Área
Seleccione una área
Grado
Transición
Aceleración del
Pre-Jardín
Jardín
Preescolar
Grado 1
Grado 2
Grado 3
Grado 4
Grado 5
Grado 6
Grado 7
Grado 8
Grado 9
Grado 10
Grado 11
CLEI I
CLEI II
CLEI III
CLEI IV
CLEI V
CLEI VI
Tema
Fecha de inicio
Fecha de finalización
Propósito
<ul><li>Identificar y utilizar la potenciación, radicación, y la logaritmación para representar situaciones matemáticas. </li><li>Resolver y simplificar cálculos usando propiedades y relaciones de los números reales y de las relaciones y operaciones entre ellas. </li><li>Interpreta y analiza problemas haciendo uso de la potenciación, radicación y logaritmación. </li></ul>
Motivación
<h1>Sabías que todo número elevado a la cero es igual a uno (8<sup>0</sup>) = 1, pero ¿Por qué es igual a uno?, pues resulta que esto se comprueba así:<o:p></o:p></h1><p>Si se divide 2 al cubo entre 2 al cubo el resultado es 1. Lo vemos detallado a continuación:<br></p><p><v:shapetype> <v:stroke> <v:formulas> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> </v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas> <v:path> <o:lock> </o:lock></v:path></v:stroke></v:shapetype><v:shape> <v:imagedata> </v:imagedata></v:shape></p><p>Pero, si me salto el primer paso, y aplico las propiedades de las potencias sé que, si tienen la misma base y se dividen, se restan sus exponentes. Es decir:</p><p><img src="data:image/png;base64,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" alt=""> </p>
Explicación
<p><img src="data:image/png;base64,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" alt=""></p><p><b>Base</b>: Es el factor que se repite. </p><p><b>Exponente</b>: Es el número que indica las veces que se repite la base. Se escribe pequeño en la parte superior derecha de la base.</p><p><b>Potencia</b>: Es el resultado de la potenciación. Es la multiplicación de los factores iguales.</p><p><b>Factores iguales</b>: Es la multiplicación de la cantidad de veces repetida la base.</p><p>A continuación las propiedades de la potenciación:</p><p>1. Multiplicación de potencias de igual base. </p><p>2. División de potencias de igual base. </p><p>3. Potencia de una Potencia</p><p>4. Multiplicación entre diferentes bases con igual exponente</p><p>5. División entre diferentes bases con igual exponente</p><p>6. exponente negativo de una base entera y una fracción.</p><p>Para mayor ampliación consultar el enlace:</p><p><a href="https://www.problemasyecuaciones.com/potencias/potencias-ejemplos-ejercicios-resueltos-calcular-propiedades-producto-cociente-simplificar-exponente-base-multiplicar.html">https://www.problemasyecuaciones.com/potencias/pot...</a></p><p><a href="https://www.youtube.com/watch?v=UD8eM_RRswY&ab_channel=ProfesorSergioLlanos">https://www.youtube.com/watch?v=UD8eM_RRswY&ab_channel=ProfesorSergioLlanos</a></p><p><a href="https://www.youtube.com/watch?v=RS7wKmrvbLw&ab_channel=ProfeIsa">https://www.youtube.com/watch?v=RS7wKmrvbLw&ab_channel=ProfeIsa</a></p><p><a href="https://www.problemasyecuaciones.com/potencias/potencias-ejemplos-ejercicios-resueltos-calcular-propiedades-producto-cociente-simplificar-exponente-base-multiplicar.html"></a><img src="/web/uploads/14032022/9143/9835368efa-captura.jpg"></p><p><b><u>RADICACIÓN</u></b></p><p><b><u><span class="redactor-invisible-space"><img src="/web/uploads/14032022/9143/c18e0e598b-captura-de-pantalla-2022-03-21-014708.png" "=""><span class="redactor-invisible-space"></span></span><br></u></b></p><p><br></p><p><img src="/web/uploads/14032022/9143/e417b27c86-3.png" "=""></p><p><b><i><img src="/web/uploads/14032022/9143/15b06940ef-4.png"><br></i></b></p><p><img src="/web/uploads/14032022/9143/ff27d801d5-5.png"></p><p><img src="/web/uploads/14032022/9143/f65fe206bd-6.png"></p><p><br></p><p><img src="/web/uploads/14032022/9143/c71fdbe138-7.png"><br></p><p><img src="/web/uploads/14032022/9143/ffcce35488-8.png"></p><p><img src="/web/uploads/14032022/9143/f5ec94320f-11.png"></p><p><br></p>
Ejercicios
<p><a href="/web/uploads/9143/1cbb878be4-guia-5-matematicas-9.pdf">1cbb878be4-guia-5-matematicas-9.pdf</a></p>
Evidencia
Evaluación
<p> Se realiza una evaluación escrita tipo saber sobre la secuencia didáctica números reales. </p><p><a href="/web/uploads/14032022/9143/9e1d98e061-evaluacion-numeros-reales.pdf">9e1d98e061-evaluacion-numeros-reales.pdf</a><br></p><p><img src="data:image/png;base64,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" alt=""></p>
Bibliografía
<p>Romero Francisco. Matemáticas para pensar 9. Editorial Normal. Bogotá. 2011</p><p>Ortiz Ludwig, Armas Ricardo, Ramírez Marisol & et. Caminos del Saber 9. Editorial Santillana S.A. Bogotá. 2013</p><p> https://<a href="http://www.webcolegios.com/colmarj/guias/15dad4.pdf">www.webcolegios.com/colmarj/guias/15dad4.pdf</a> </p><p>file:///C:/Users/cpe/Documents/COLEGIO%20JOAQUIN%20PARIS/30080dcf53e0f87a5971e91349c78972.pdf</p><p><a href="http://www.colegioparroquialsancarlos.com/Clases%20Virtuales/3secundaria/noveno/matem%C3%A1ticas%209.pdf">http://www.colegioparroquialsancarlos.com/Clases%20Virtuales/3secundaria/noveno/matem%C3%A1ticas%209.pdf</a> </p><p>https://<a href="http://www.montereyinstitute.org/courses/DevelopmentalMath/TEXTGROUP-15">www.montereyinstitute.org/courses/DevelopmentalMath/TEXTGROUP-15</a></p> 19_RESOURCE/U18_L2_T2_text_final_es.html
Foro
calificable?
Activo
Actualizar