aiyanahill4905 aiyanahill4905

16-01-2024
Mathematics

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Assume that (x_n, y_n) converges in distribution, where x_n converges and y_n converges to c. Show that (x_n, y_n) converges to (x, c). This is an example of problem 29.2(b) where x_n and y_n need not be assumed independent.

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