Without Integration. Show that for a function whose third
Chapter 11, Problem 11.1(choose chapter or problem)
Without Integration. Show that for a function whose third derivative is identically zero, a = n 1l'iT n7T I .ff. ] + n2 L is Sill nxs 1 - Lj~ sinnxs n I ~ _ff ] - 2 L..J is cos nxs 11 where n = I, 2, ... and we sum over all the jumps js, j~,j; of f, J', J'. respectively. located atxs'
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