WebQuest

EL MARAVILLOSO MUNDO DE LA GEOMETRIA.

Introducción

 FIGURAS GEOMÉTRICAS

En la geometría, como disciplina, se distinguen componentes tales como el plano, el punto, la línea -recta, curva, quebrada-, la superficie, el segmento y otros de cuya combinación nacen todas las figuras geométricas.

El patio de tu escuela, una cancha de fútbol, los muebles de una casa o una tuerca son algunos de los innumerables ejemplos en donde se pueden apreciar figuras geométricas.

Entonces, una figura geométrica (también se la puede denominar lugar geométrico)  corresponde a un espacio cerrado por líneas o por superficies.

Las figuras geométricas de lados rectos se denominan polígonos y las figuras de lados curvos se denominan círculo y circunferencia y corresponden también a polígonos.

Es importante recordar que las formas sólidas o tridimensionales corresponden a los cuerpos geométricos y se denominan poliedros, como el cubo y la pirámide, y a los cuerpos redondos, como la esfera y el cilindro.

Según las características de las figuras geométricas (polígonos) se pueden establecer varias clasificaciones.

Según la medida de sus lados y ángulos, los polígonos pueden ser regulares e irregulares.

Un polígono es regular si todos sus lados poseen la misma longitud y si todos sus ángulos son iguales.

 

 

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

Area

Matemáticas - Geometría

Edad

9-10

Herramientas

  • Sistema Operativo
  • Procesador de Texto
  • Internet - Información
  • Internet - Comunicación
  • Manejo de ratón
  • Manejo de teclado

Tarea

                                               ÁREA Y PERÍMETRO DE LAS FIGURAS GEOMÉTRICAS

 
   

Realizar en hojas blancas los siguientes ejercicios,junto con  5 ejercicios mas de la figura que prefieras con su área y perímetro y define cada una de estas figuras.

 Hallar el perímetro y el área del cuadrado:

cuadrado

Hallar el perímetro y el área del rectángulo:

rectángulo

Hallar el perímetro y el área del trapecio isósceles:

trapecio

Hallar el perímetro y el área del triángulo equilátero:

dibujo

 

Hallar el perímetro y el área del rombo

dibujo

 

Procesos

         ÁREA Y PERÍMETRO DE LAS FIGURAS GEOMÉTRICAS

 

La tarea es para entregar en hojas blancas  con los siguientes procedimientos y utilizando un juego geométrico

LA PORTADA DEBE LLEVAR:

- Nombre del Alumno

- Nombre del Profesor

- Nombre de la escuela

- Grado y Grupo

- Materia

EL CONTENIDO DEL TRABAJO:

- Las figuras geométricas deben de ir de lado izquierdo

- Las operaciones y las formulas del lado derecho

- Su definición se pondrá debajo de cada figura 

 

PUEDEN AUXILIARSE DE LAS SIGUIENTES PÁGINAS:

 

http://prof-julianaisola.foro-gratis.net/t9-perimetro-y-area-de-figuras-planas


 

Recursos

Evaluación

.

                                                                    ÁREA Y PERÍMETRO DE LAS FIGURAS GEOMÉTRICAS
   

En el trabajo se calificara:

Presentación  20%

ejercicios       60%

procedimiento y formulas  20%

Notas

Chicos la fecha limite para la entrega del trabajo sera 22/02/2014 no se aceptaran trabajos después de la fecha indicada.

Créditos

Autor: Walter Omar Autalan

Fecha de publicación : 2016-05-04 06:33:58

Fecha de publicación: 2016-05-04 06:33:58

Copia de la WebQuest EL MARAVILLOSO MUNDO DE LA GEOMETRIA.
Autor original Walter Omar Autalan


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