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The Fourier series of the function sin(x) t f(x) = %3D -A < x < T converges at every point. To what value does

The Fourier series of the function sin(x) t f(x) = %3D -A < x < T converges at every point. To what value does the series converge at x = 0? At x n? The convergence is uniform. Why? %3D

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