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El Taller de Geometría de Hipatia: La Pirámide Fragmentada

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El Taller de Geometría de Hipatia: La Pirámide Fragmentada

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Desafíos geométricos de Hipatia

Created by

María Legorburo Graells
María Legorburo Graells
Spain

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El Taller de Geometría de Hipatia: La Pirámide Fragmentada
 

El Taller de Geometría de Hipatia: La Pirámide FragmentadaOnline version

Desafíos geométricos de Hipatia

by María Legorburo Graells
1

1. ¿Cuántas caras tiene una pirámide cuadrada?

2

2. ¿Cómo se llama el punto donde se unen todas las caras laterales?

3

3. ¿Cómo se denomina la altura desde el vértice hasta la base?

4

4. En una pirámide regular, ¿todas las caras laterales son...?

5

5. Para calcular el área lateral, ¿qué magnitud necesitamos además del perímetro de la base?

6

6. Calcula el área lateral de una pirámide cuadrada de base 6 cm y apotema 5 cm. (AL = P·a/2)

7

7. Calcula el área total de la pirámide anterior (AT = AL + Abase).

8

8. Si duplicamos la arista de la base, ¿por cuántos se multiplica el área de la base?

9

9. Para calcular el área total, ¿qué debemos sumar?

10

10. ¿Cuál es la fórmula general del área total de una pirámide?

Explicación

Base más cuatro caras laterales

Perímetro base = 6·4 = 24 Área lateral = 24·5 / 2 = 60

Recuerda: AT=A Lateral + A Base

Se multiplica por el cuadrado del factor escala

 
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