- Calculus and Analysis
- Real Analysis
Point Wise Limit Function
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Determine whether each of the following sequences of functions converges pointwise. If so determine if the convergence is uniform.
See attachment for clarity.
(i.) fn(x) =9 for x E [0, 1].
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(ii.) fn(x) = 9(1-x) for x [0, 1].
(iii.) fn(x) = 9(1- 9) for x [0, 1].
The point wise limit function is achieved.