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    1.4.0.1.1 Un polonomio de
    grado 1 y otro de grado 2.
    Puede existir o no el límite.

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    1.4.1.1.1.1 Límite infinito
    de cociente polinomios cuando
    x-->b finito

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    1.4.1.1.1.2 El límite lateral
    x-->b es infinito, cociente
    polinomios grado 2

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    1.4.1.1.1.3 El límite lateral
    x-->b es infinito, finito o
    cero.

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    1.4.1.1.2 Límite finito no
    nulo de cociente polinomios
    cuando x-->b finito

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    1.4.1.1.3.2 Límite no nulo en
    un punto cociente polinomios
    de grado 2

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    1.4.1.1.4 Limite en el
    infinito de diferencia de
    fracciones algebraicas

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    1.4.1.1.4 Límite cero de
    cociente polinomios cuando
    x-->b finito

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    1.4.1.1.5 El límite lateral
    (izq) es nulo, no nulo o
    infinito. Cociente de dos
    polinomios de grado 1.

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    1.4.1.2.1 Límite infinito de
    cociente polinomios cuando
    x-->infinito

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    1.4.1.2.2 Límite finito no
    nulo de cociente polinomios
    cuando x-->b finito

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    1.4.1.2.3 Límite nulo de
    cociente polinomios cuando
    x-->b finito

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    1.4.1.2.4 Limites en infinito
    cociente polinomios

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    1.4.2.1 Límite cociente
    funciones elementales

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    1.4.2.2 Limite x-->oo
    cociente diferencia de
    (sqrt(x)-sqrt(a))/((x-a)(x-b))
    .

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    1.4.2.3 Limite x-->oo
    cociente diferencia de raíces
    polinomios de grado 1 o 2 y
    polinomio grado 1 o 2.

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    1.4.4.1 Límites en infinito
    cociente de exponenciales

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    1.4.5.1.1 Asíntota vertical
    cociente polinomios

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    1.4.5.2.1 Asíntota horizontal
    cociente polinomios

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    1.4.5.3.1 Asíntota oblicua

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    Infinitésimos equivalentes:
    seno y tangente

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    6.1. Integrales inmediatas

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    6.2.1. Integral racional
    d/(x-a)(x+b) ab

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    6.2.2.1 Integral racional,
    denominador (x-a)^n n=2,3

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    6.2.2.2. Integral racional
    (x-a)/(x-b)^n n=2,..,4

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    6.2.2.3 Integral racional
    (x-a)^n/(x-b) ab, n=1,2,3

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    6.2.3.1 Integral racional
    (cx+d)/(x-a)²(x-b)

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    6.2.3.2 Integral racional

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    6.2.4.1. Integral racional al
    arctan

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    6.2.4.2. Integral

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    6.2.5. Integral racional al
    arctan

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    6.3.1.1. Integral partes
    (ax+b)·e^x,sin(x),cos(x)

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    6.3.1.2.Integral partes
    ax²·e^x,sin(x),cos(x)

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    6.3.2.1. Integral partes
    ax·arctan(x),arcsen(x),arccos
    (x),ln(x)

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    6.3.2.2. Integral partes
    ax^2·arctan(x),arcsen(x),arcc
    os(x),ln(x)

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    6.3.3.1. Integral partes
    e^x·sen(x),cos(x)

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    6.3.3.2. Integral partes
    e^(ax+b)·sen(cx+d),cos(cx+d)

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