Actividad 0.2. Analizar por derecha e izquierda

Dada la siguiente tabla, analice y escoja la opción correcta.[br][br][b][i]Tabla 1[/i][/b][br][br][img]data:image/png;base64,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[/img]
1. ¿A qué número se aproxima X en la Tabla 1?[br][br][br]
2. ¿A qué número se aproxima f(x) en la Tabla 1?[br][br][br]
3. Describe la relación entre el comportamiento de las imágenes, f(x), y el comportamiento de la variable x de la Tabla 1.[br][br][br]
4. Simbólicamente el límite anterior se expresa como:[br][br][br]
[b][i]Gráfico 1[/i][/b][br][img]data:image/png;base64,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[/img][br][br]Con base en el gráfico 1, responda a:
5. Cuando X tome, sucesivamente los valores 1,9 ; 1,99 ; 1,999 ; … ¿A qué valor se aproxima las imágenes f(x)?[br][br][br]
6. Cuando X tome, sucesivamente los valores 2,1 ; 2,01 ; 2,001 ; … ¿A qué valor se aproxima las imágenes f(x)?[br][br][br]
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[/img]
7. ¿A qué número se aproxima X en la Tabla 2?[br][br][br]
8. ¿A qué número se aproxima las imágenes, f(x), por la derecha en la Tabla 2?[br][br][br]
9. ¿A qué número se aproxima las imágenes, f(x), por la izquierda en la Tabla 2?
10. Describe la relación entre el comportamiento de las imágenes, f(x), y el comportamiento de la variable X, en la tabla 2.
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Information: Actividad 0.2. Analizar por derecha e izquierda