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Q2 (25 points) (a) Prove that the series Σ Vn + 2x - Vn+ x n (i) converges pointwise for all x € (0,0); (ii) can be appr
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Q2 (25 points) (a) Prove that the series Σ Vn + 2x - Vn+ x n (i) converges pointwise for all x € (0,0); (ii) can be appr
Q2 (25 points) (a) Prove that the series Σ Vn + 2x - Vn+ x n (i) converges pointwise for all x € (0,0); (ii) can be approximated to arbitrary accuracy by a polynomial, uniformly for x = [0, 1]. (b) Evaluate lim * sin(x + 13 6 n-3x 11 + 7x dx, justifying your answer using an appropriate result from lectures. + Drag and drop an image or PDF file or click to browse...
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