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Razonamiento con raíces (estimaciones)

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Razonamiento con raíces (estimaciones)

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Estimaciones de raíces cuadradas

Created by

Yesica Paola Renza Gómez
Yesica Paola Renza Gómez
Colombia

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Razonamiento con raíces (estimaciones)
 

Razonamiento con raíces (estimaciones)Online version

Estimaciones de raíces cuadradas

by Yesica Paola Renza Gómez
1

1) Un arquitecto quiere estimar raiz de 30 usando raiz(25)=5 y raiz(36)=6. ¿Cuál es la aproximación más lógica para la raíz?

2

2) Estima raiz(12) sabiendo que raiz(9)=3 y raiz(16)=4. ¿Cuál opción es la mejor?

3

3) Para raiz(20), ¿Cuál es la estimación más acertada?

4

En una clase de geometría, un estudiante necesita hallar la medida del lado de un terreno cuadrado cuya área es de 55 metros cuadrados. Al no tener calculadora, el estudiante recuerda que raiz{49} = 7 y raíz{64} = 8. Basándose en estas raíces exactas, ¿Cuál es la mejor aproximación para el lado del terreno?

Explicación

Entre 5 y 6, la raíz de 30 está cerca de la mitad entre 5 y 6.

12 está entre 9 y 16; la raíz está entre 3 y 4, más cercana a 3.4.

20 está entre 16 y 25; la raíz está entre 4 y 5, aproximadamente 4.4.

 
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