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A⊆B if every element of A is also an element of B If A and B are both subsets of each other, then we say the sets are equal If A is a subset of B and there is at least 1 element of B that is not in A, then we say A is a proper subset of B, denoted A⊂B The universal set U is the set containing all elements for the problem we are discussingVerify that u(x;y) = f(x)g(y) is a solution of the PDE uu xy = u xu y for all pairs of (di erentiable) functions fand gof one variable 12 Verify by direct substitution that u n(x;y) = sinnxsinhny is a solution of u xx u yy= 0 for every n>0 Exercise 12 1 Solve the rstorder equation 2uU(x;y) = f(y)cosx g(y)sinx;

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