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Problem 4 (1-D heat equation, Haberman 2.4.1) (a) Solve the initial/boundary value problem for the 1-D heat equation on (0, TT) X (0, 00) up(0,
Problem 4 (1-D heat equation, Haberman 2.4.1) (a) Solve the initial/boundary value problem for the 1-D heat equation on (0, TT) X (0, 00) up(0, t) = 0 = ux(7, t), t>0 u(x, 0) = sin I, (b) Use mathematical software to plot the graph of your solution. (c) Use mathematical software to produce a time animation of your solution
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