Question: Let f and g be defined and differentiable in an open interval I, let a 1, suppose f(a) = g(a) 0 but g(x) and

Let f and g be defined and differentiable in an open interval I, let a 1, suppose f(a) = g(a) 0 but g(x) and g'(x) 0 if x # a. Suppose further that f'(x)/g'(x) Las xa. Show that f(x)/g(x) Las x a. =
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Since fa ga 0 we can apply LHopitals Rule to get Using the given information we know that fx gx ... View full answer
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