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Using the formula: u(x,t) = 8 u(x, t; p) dp = [A(p) cos px + B(p) sin px] e-c dr Obtain the solution for:
Using the formula: u(x,t) = 8 u(x, t; p) dp = [A(p) cos px + B(p) sin px] e-c dr Obtain the solution for: = 2. Ju at ax 2 in Integral form using the following INITIAL CONDITIONS: u(x, 0) = f(x) 1 f(x)= 1+x2
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Basic Technical Mathematics
Authors: Allyn J. Washington, Richard Evans
12th Edition
0137529899, 9780137529896
