Show that if f(x) is ((g1(x)), f2(x)) is (g2(x)), and

Chapter 2, Problem 49E

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QUESTION:

Show that if f(x) is ?((g1(x)), f2(x)) is ? (g2(x)), and f2(x) ? 0 and g2(x) ? 0 for all real numbers x > 0, then(f1/f2)(x) is ?(xn).

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QUESTION:

Show that if f(x) is ?((g1(x)), f2(x)) is ? (g2(x)), and f2(x) ? 0 and g2(x) ? 0 for all real numbers x > 0, then(f1/f2)(x) is ?(xn).

ANSWER:

Solution In this question we have to show that if where Step 1 Let us consider the positive constants such that Then, for all andfor all Similarly, for all and for all

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