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Let D be an unbounded domain of f and let {x_n} be a sequence in D such that lim_(n->infinity) x_n = infinity and lim_(n->infinity) f(x_n)
Let D be an unbounded domain of f and let {x_n} be a sequence in D such that lim_(n->infinity) x_n = infinity and lim_(n->infinity) f(x_n) = L. Prove lim_(n->infinity) f(x) = L.
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A First Course In Probability
Authors: Sheldon Ross
9th Edition
978-9332519077, 9332519072
