Determine whether the convergence is uniform or almost uniform
1
Let $f_n(x) = frac{nx}{n^2x^2 + 1}$ . For each domain X, given below, how do you determine whether this sequence converges pointwise. Then if it does is it possible find the limit function and determine whether the convergence is uniform or almost uniform. X = [0,∞) X = [1,∞)
convergence uniform-convergence pointwise-convergence
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edited Nov 18 at 14:26
user328442
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asked Nov 18 at 14:21
Johnmallu
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