(a) 1f(2x? - 3x + 4) 6(x) dx (1 and 4 are the limits) (b) ofe* 6(x - 1) dx (0 and 5 are the limits) (c) the Laplace transform of the function 6(t - to), where to is a positive constant
(a) 1f(2x? - 3x + 4) 6(x) dx (1 and 4 are the limits) (b) ofe* 6(x - 1) dx (0 and 5 are the limits) (c) the Laplace transform of the function 6(t - to), where to is a positive constant
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![Use properties of the Dirac delta function 6 (x - X,) to find:
(a) 1f*(2x? - 3x + 4) 6(x) dx (1 and 4 are the limits)
(b) of e* 6(x - n) dx (0 and 5 are the limits)
(c) the Laplace transform of the function 6(t - to), where t, is a positive
constant
(d) the Fourier transform of the function 6(x)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe197a0a2-809b-44e9-9fad-bd24f66c2a96%2Fa9ba4c29-bc5b-42d0-aed4-4c99295337d0%2Fv7m1vb_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Use properties of the Dirac delta function 6 (x - X,) to find:
(a) 1f*(2x? - 3x + 4) 6(x) dx (1 and 4 are the limits)
(b) of e* 6(x - n) dx (0 and 5 are the limits)
(c) the Laplace transform of the function 6(t - to), where t, is a positive
constant
(d) the Fourier transform of the function 6(x)
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