4. Let f be integrable on [-n, n] and L E R. (a) Prove that if (O'Nf)(XO)...
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4. Let f be integrable on [-n, n] and L E R.
(a) Prove that if (O'Nf)(XO) ----; L as N ----; 00 and if (Sf)(xo) converges, then
(SNf)(XO) ----; L.
(b) Prove that M ~ 4(-1)ksinV2n sin v 2 n + 6 2 _ k2 cos kx k=l converges to V2n cos V2 x uniformly on R.
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