[Solved] MTH631 Assignment 2 Solution & Discussion Fall 2019
MTH631 Real Analysis II Assignment 2 Solution & Discussion Fall 2019
Assignment # 02 MTH631 (Fall 2019)
Maximum Marks: 20 Due Date: 20 012020
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Q1. Use BolzanoWeierstrass theorem to show that if is an infinite sequence of nonempty compact sets and then is nonempty. Show that the conclusion does not follow if the sets are assumed to be closed rather than compact.
Q2. Let when (x,y)≠(0,0) and f(x,y)=0 when (x,y)=(0,0). Determine f(x,y)Is function continuous at the origin?
MTH631 Real Analysis II Assignment 2 Solution & Discussion Fall 2019
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MTH631 Real Analysis II Assignment 2 Solution & Discussion Fall 2019
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