A test function as part of the integrand is required to prove any delta function identity. With
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A test function as part of the integrand is required to prove any delta function identity. With this in mind:
(a) Prove that δ(ax) = 1/|a|δ(x), a ≠ 0.
(b) Use the identity in part (a) to prove that
(c) Confirm that
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8[g(x)] = [ m 1 [g'(xm)| 8(x - xm), where g(x) = 0 and g'(xm) 0.
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