Algebra Geométrica - Expresiones Algebraicas

[b]Objetivo General: [/b][b]Construir[/b] ideas algebraicas a partir de situaciones geométricas planteado en un Applet de GeoGebra[br][br][b]Objetivo específico:[/b][br]1.    [b]Asociar[/b] cuando es posible, sumas y diferencias de expresiones algebraicas a partir de áreas de regiones planas.[br]2.    [b]Utilizar[/b] los productos de expresiones algebraicas, realizados con significado geométrico[br]3.    [b]Identificar[/b] términos semejantes a través de comparación de áreas de figuras planas.[br][br][b]Herramientas de uso[/b][br]Para poder copiar el formato de un objeto a otro se debe de usar la herramienta [icon]/images/ggb/toolbar/mode_copyvisualstyle.png[/icon][br]Paro poder borrar objetos de forma directa usar la herramienta [icon]/images/ggb/toolbar/mode_delete.png[/icon][br][b]Diferentes tipos de locales[/b][br][table][tr][td][img]data:image/png;base64,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[/img][/td][td][img]data:image/png;base64,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[/img][/td][/tr][/table]Actividad Previa[br]El faraón Kefrén tenía un terreno en forma rectangular, el cual lo dividió de tal manera que la parte más angosta la llamo x y la parte más larga la dividió en tres partes que las vamos a llamar La parte azul representa el cultivo de trigo, el lila el terreno cultivado por soya, y el verde por maíz. [br](Javier Orlando, 2012, pág. 40)[br][table][tr][td][img]data:image/png;base64,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[/img][/td][td][i][color=#ff00ff][color=#000000][b]A partir de la actividad previa, contestar.[br][/b][/color][br][/color][/i][i][color=#0000ff]1. Escriba una expresión que represente el área total del terreno[/color][color=#ff00ff].[/color][/i][color=#0000ff][/color][br][/td][/tr][/table]
Trabajo en conjunto con el MSc. César Crespo
[b][size=100][size=150][size=200]Actividades complementarias[/size][/size][/size][/b][br]Las actividades complementarias contas de 5 ítems, entre preguntas abiertas (3 y 5.2) y preguntas de opción múltiple (1, 2, 4, 5.1), Las preguntas de opción múltiple debes de justificarlos en el cuaderno.
(1) Muestre que:
NIVEL 1[br][math]\left(x-3\right)\left(x+3\right)-1=x^2-10[/math][br]NIVEL 2[br][math]\left(x+2\right)^2-3\left(x+1\right)=x^2+x+1[/math][br]NIVEL 3[br][math]\left(2x+3\right)^2-2x\left(x-1\right)=2x^2+14x+9[/math]
1.1 Justificación del nivel 2
1.2 Justificación del nivel 3
(2) Desarrolle la siguiente expresión y escoja la respuesta correcta
[math]\left(x-\frac{1}{2}\right)^2+\frac{3}{4}x\left(4x-\frac{1}{3}\right)[/math]
2.1 Justificación de la pregunta (2)
(3) Explica por qué el enunciado es incorrecto.
Un estudiante dice que el perímetro de un rectángulo cuyos lados[br]miden (2x - 1) pulgadas y 3x pulgadas se puede escribir como (5x - 1) pulgadas,[br]porque (2x - 1) + 3x = 5x - 1.
(4) Reduce el costo total hasta su más mínima expresión
Seis amigos piden el mismo almuerzo en un restaurante. Cada almuerzo cuesta [i]c [/i]dólares más un impuesto del 5% y una propina del 20%. Los amigos usan un certificado de regalo de $10. El costo total del almuerzo es 6[i]c [/i]+ (0.05 + 0.20) (6[i]c[/i]) - 10.
4.1 Justificación de la pregunta (4)
(5.1) Representa problemas del mundo real - Parte 1
Miguel está horneando pan de pasas para la venta de pasteles. Usa una receta que lleva harina, pasas y mantequilla en una razón de 5 a 2 a 1 por volumen en tazas. Imagina que Miguel usa t tazas de mantequilla. Su madre le dice que use una taza menos de pasas de la que lleva la receta. Entonces, la expresión 5t + (2t - 1) + t representa el número total de tazas de ingredientes que usa Miguel. ¿Cuántas tazas de mantequilla debe usar para tener un total de 27 tazas de ingredientes? Explica cómo obtuviste la respuesta.
(5.2) Representa problemas del mundo real - Parte 2
Justifica tu respuesta de la pregunta anterior
Algebra Geométrica (1)
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Information: Algebra Geométrica - Expresiones Algebraicas