Viewing a response to: @julioccorderoc/re-anmilnet-integral-de-la-funcion-logaritmo-natural-20180418t134910714z
Estas en lo cierto, la función logaritmo natural también es la inversa de la función exponencial. Lo presentado en este post, digámoslo así, es la visión geométrica de la función logaritmo natural.
post_id | 44,207,910 |
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author | alexandermoreno |
permlink | re-julioccorderoc-re-anmilnet-integral-de-la-funcion-logaritmo-natural-20180418t141945499z |
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Tengo grandes dudas con respecto a eso. Es decir, la integral es la inversa de la derivada, pero también es el área bajo la curva (el limite de una sumatoria) ¿Qué tiene que ver una cosa con la otra? ¿Por qué se relaciona el limite de un cociente (la derivada) con el limite de una sumatoria?
post_id | 44,208,248 |
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author | julioccorderoc |
permlink | re-alexandermoreno-re-julioccorderoc-re-anmilnet-integral-de-la-funcion-logaritmo-natural-20180418t142203909z |
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Saludos @juliocorderoc, te voy a aclarar las dudas en un post que voy a publicar dentro de dos días. Te agradezco que estés pendiente.
post_id | 44,221,954 |
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author | anmilnet |
permlink | re-julioccorderoc-re-alexandermoreno-re-julioccorderoc-re-anmilnet-integral-de-la-funcion-logaritmo-natural-20180418t155952276z |
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¿Es usted de la UCLA?
post_id | 44,222,279 |
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author | julioccorderoc |
permlink | re-anmilnet-re-julioccorderoc-re-alexandermoreno-re-julioccorderoc-re-anmilnet-integral-de-la-funcion-logaritmo-natural-20180418t160154237z |
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