Show that converges, pointwise on R and uniformly on each bounded interval in R, to a differentiable
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converges, pointwise on R and uniformly on each bounded interval in R, to a differentiable function f which satisfies
|f(x) for all x R.
Transcribed Image Text:
f(x) = yr sin (-x-
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Since sinxk 1k xkk 1 the series converges uniformly on any c...View the full answer
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