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triangulito Tarea 11 (soluci&Atilde;&sup3;n)(1) (2)

# triangulito Tarea 11 (soluci&Atilde;&sup3;n)(1) (2)...

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Unformatted text preview: Tarea 11 Nombre______________________________________________ Matrícula____________ 1. . dx x x   4 2 3 Solución: Tomemos  s e c 2  x Entonces, por una parte, se tiene que    t a n s e c 2  d d x y con lo cual    d d x t a n s e c 2  Por otra parte, se tiene que 2 s e c x   y con lo cual 2 4 t a n 2   x  Ahora bien                  d d dx x x ) 1 (sec 4 tan sec 16 ) tan sec 2 ( 4 sec 4 sec 8 4 2 4 2 3 2 3             d d ) tan 2 ( tan sec 16 tan 4 tan sec 16 4 2 4            d d 2 2 2 2 4 sec tan sec 32 tan sec 32                  d d d 2 4 2 2 2 2 2 sec tan 32 sec tan 32 sec tan ) tan 1 ( 32 C C C            5 3 2 5 1 3 tan 5 32 tan 3 32 ) tan 5 1 ( 32 ) tan 3 1 ( 32 C x x C x x           2 5 2 2 3 2 5...
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• Spring '11
• comptonw
• No Te Va Gustar, Doogh, Todo es tan inflamable, Nombre______________________________________________ Matrícula____________, Tomemos,  )

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triangulito Tarea 11 (soluci&Atilde;&sup3;n)(1) (2)...

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