Apuntes de Límites y Derivadas de segundo de bachillerato
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![# LÍMITES
• OPERACIONES CON LÍMITES
• Lim $[F(x) = g(x)]$ = Lim $f(x)$ + Lim $g(x)$
• Lim $[f(x) g(x)]$ = Lim $f(x)$ · Lim $g(x)$
• Lim](/_next/image?url=https%3A%2F%2Fcontent-eu-central-1.knowunity.com%2FCONTENT%2F019a1193-cc86-7303-8443-c7970d9c08cd_image_page_1.webp&w=2048&q=75)
![# LÍMITES
• OPERACIONES CON LÍMITES
• Lim $[F(x) = g(x)]$ = Lim $f(x)$ + Lim $g(x)$
• Lim $[f(x) g(x)]$ = Lim $f(x)$ · Lim $g(x)$
• Lim](/_next/image?url=https%3A%2F%2Fcontent-eu-central-1.knowunity.com%2FCONTENT%2F019a1193-cc86-7303-8443-c7970d9c08cd_image_page_2.webp&w=2048&q=75)
![# LÍMITES
• OPERACIONES CON LÍMITES
• Lim $[F(x) = g(x)]$ = Lim $f(x)$ + Lim $g(x)$
• Lim $[f(x) g(x)]$ = Lim $f(x)$ · Lim $g(x)$
• Lim](/_next/image?url=https%3A%2F%2Fcontent-eu-central-1.knowunity.com%2FCONTENT%2F019a1193-cc86-7303-8443-c7970d9c08cd_image_page_3.webp&w=2048&q=75)
![# LÍMITES
• OPERACIONES CON LÍMITES
• Lim $[F(x) = g(x)]$ = Lim $f(x)$ + Lim $g(x)$
• Lim $[f(x) g(x)]$ = Lim $f(x)$ · Lim $g(x)$
• Lim](/_next/image?url=https%3A%2F%2Fcontent-eu-central-1.knowunity.com%2FCONTENT%2F019a1193-cc86-7303-8443-c7970d9c08cd_image_page_4.webp&w=2048&q=75)
![# LÍMITES
• OPERACIONES CON LÍMITES
• Lim $[F(x) = g(x)]$ = Lim $f(x)$ + Lim $g(x)$
• Lim $[f(x) g(x)]$ = Lim $f(x)$ · Lim $g(x)$
• Lim](/_next/image?url=https%3A%2F%2Fcontent-eu-central-1.knowunity.com%2FCONTENT%2F019a1193-cc86-7303-8443-c7970d9c08cd_image_page_5.webp&w=2048&q=75)
![# LÍMITES
• OPERACIONES CON LÍMITES
• Lim $[F(x) = g(x)]$ = Lim $f(x)$ + Lim $g(x)$
• Lim $[f(x) g(x)]$ = Lim $f(x)$ · Lim $g(x)$
• Lim](/_next/image?url=https%3A%2F%2Fcontent-eu-central-1.knowunity.com%2FCONTENT%2F019a1193-cc86-7303-8443-c7970d9c08cd_image_page_6.webp&w=2048&q=75)
![# LÍMITES
• OPERACIONES CON LÍMITES
• Lim $[F(x) = g(x)]$ = Lim $f(x)$ + Lim $g(x)$
• Lim $[f(x) g(x)]$ = Lim $f(x)$ · Lim $g(x)$
• Lim](/_next/image?url=https%3A%2F%2Fcontent-eu-central-1.knowunity.com%2FCONTENT%2F019a1193-cc86-7303-8443-c7970d9c08cd_image_page_7.webp&w=2048&q=75)
![# LÍMITES
• OPERACIONES CON LÍMITES
• Lim $[F(x) = g(x)]$ = Lim $f(x)$ + Lim $g(x)$
• Lim $[f(x) g(x)]$ = Lim $f(x)$ · Lim $g(x)$
• Lim](/_next/image?url=https%3A%2F%2Fcontent-eu-central-1.knowunity.com%2FCONTENT%2F019a1193-cc86-7303-8443-c7970d9c08cd_image_page_8.webp&w=2048&q=75)