Analisis Grafico 2
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Transcript of Analisis Grafico 2
![Page 1: Analisis Grafico 2](https://reader033.fdocument.pub/reader033/viewer/2022042614/559652831a28abda598b4608/html5/thumbnails/1.jpg)
Análisis Gráfico de Funciones(continuación)
![Page 2: Analisis Grafico 2](https://reader033.fdocument.pub/reader033/viewer/2022042614/559652831a28abda598b4608/html5/thumbnails/2.jpg)
2) Imagen de una función
![Page 3: Analisis Grafico 2](https://reader033.fdocument.pub/reader033/viewer/2022042614/559652831a28abda598b4608/html5/thumbnails/3.jpg)
Imágenes de funciones lineales
![Page 4: Analisis Grafico 2](https://reader033.fdocument.pub/reader033/viewer/2022042614/559652831a28abda598b4608/html5/thumbnails/4.jpg)
Imágenes de funciones cuadráticas
![Page 5: Analisis Grafico 2](https://reader033.fdocument.pub/reader033/viewer/2022042614/559652831a28abda598b4608/html5/thumbnails/5.jpg)
Imágenes de funciones sobre dominios restringidos
Df = (−2, 1]y = x² + 2x − 1
![Page 6: Analisis Grafico 2](https://reader033.fdocument.pub/reader033/viewer/2022042614/559652831a28abda598b4608/html5/thumbnails/6.jpg)
3) Ceros de una función
![Page 7: Analisis Grafico 2](https://reader033.fdocument.pub/reader033/viewer/2022042614/559652831a28abda598b4608/html5/thumbnails/7.jpg)
4) Conjuntos de Positividad y de Negatividad
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Otro ejemplo de Conjuntos de Positividad y de Negatividad
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Más sobre Conjuntos de Positividad y de Negatividad
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5) Extremos Relativos:Máximos y Mínimos
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6) Intervalos de Crecimientoy de Decrecimiento
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Otro ejemplo de Intervalos de Crecimientoy de Decrecimiento
![Page 13: Analisis Grafico 2](https://reader033.fdocument.pub/reader033/viewer/2022042614/559652831a28abda598b4608/html5/thumbnails/13.jpg)
7) Ordenada al Origen
![Page 14: Analisis Grafico 2](https://reader033.fdocument.pub/reader033/viewer/2022042614/559652831a28abda598b4608/html5/thumbnails/14.jpg)
8) Extremos Absolutos: Máximos y Mínimos
![Page 15: Analisis Grafico 2](https://reader033.fdocument.pub/reader033/viewer/2022042614/559652831a28abda598b4608/html5/thumbnails/15.jpg)
Extremos Absolutos sobre dominios restringidos
Df = (−2, 1]
y = x² + 2x − 1
![Page 16: Analisis Grafico 2](https://reader033.fdocument.pub/reader033/viewer/2022042614/559652831a28abda598b4608/html5/thumbnails/16.jpg)
Un caso que no tiene extremos absolutos ante un dominio restringido y acotado
![Page 17: Analisis Grafico 2](https://reader033.fdocument.pub/reader033/viewer/2022042614/559652831a28abda598b4608/html5/thumbnails/17.jpg)
9) Rectas Asíntotas y Polos
![Page 18: Analisis Grafico 2](https://reader033.fdocument.pub/reader033/viewer/2022042614/559652831a28abda598b4608/html5/thumbnails/18.jpg)
Un ejemplo con recta asíntota oblicua (no horizontal) y Polo
![Page 19: Analisis Grafico 2](https://reader033.fdocument.pub/reader033/viewer/2022042614/559652831a28abda598b4608/html5/thumbnails/19.jpg)
Ejercicios para practicar:
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![Page 21: Analisis Grafico 2](https://reader033.fdocument.pub/reader033/viewer/2022042614/559652831a28abda598b4608/html5/thumbnails/21.jpg)
![Page 22: Analisis Grafico 2](https://reader033.fdocument.pub/reader033/viewer/2022042614/559652831a28abda598b4608/html5/thumbnails/22.jpg)
![Page 23: Analisis Grafico 2](https://reader033.fdocument.pub/reader033/viewer/2022042614/559652831a28abda598b4608/html5/thumbnails/23.jpg)
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Fin de la presentación