Saltar la navegación

3.4. Ponte un 10

Cuando el 10 es la base

Potencia de base 10 que representa 10x10x10=1000

Nuestro sistema decimal cuenta de 10 en 10, por eso son tan importantes las potencias de base 10.

Su cálculo es sencillo, puedes hacer la multiplicación o bien poner directamente el resultado.

Basta observar que el resultado está formado por el uno seguido de tantos ceros como indique el exponente.

Ejemplo: 103 = 10 x 10 x 10 = 1000

Identifica potencias

Arrastra los resultados de las potencias.

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102 es igual a @@100@@

105 es igual a @@100000@@

103 es igual a @@1000@@

10 es igual a @@101@@

10000 es igual a @@104@@

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Las potencias tienen dos partes: @@base@@ y @@exponente@@.

La @@base@@ es el factor que se @@repite@@ y el @@exponente@@ es el número de veces que se repite el factor.

Las potencias de @@base@@ 10 son aquellas cuya base es siempre el número @@10@@.

Para resolverlas, ponemos la @@unidad@@ seguida de tantos 0 como nos indique el @@exponente@@.

Su navegador no es compatible con esta herramienta.

¡Este rosco vale 10!

2

Debes resolver, en grupo, el siguiente rosco sobre potencias:

Observe las letras, identifique y rellene las palabras que faltan.

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Organiza tu mente

Pictograma de Arasaac: mapa conceptualAhora que ya sabes qué son las potencias es importante no olvidarlo.

Para ello, en grupos, debéis crear un mapa mental sobre las potencias, respondiendo a las siguientes preguntas:

  • ¿Qué es una potencia?
  • ¿Cómo se expresan?
  • ¿Cómo se leen?
  • ¿Cuáles son las partes de una potencia?
  • ¿Qué son las potencias de base 10?
  • Ejemplos

Pon en práctica lo aprendido

Si queréis poner en práctica lo aprendido sobre potencias, podéis hacer una ficha de ejercicios.

Descárgadla aquí.

Creado con eXeLearning (Ventana nueva)