F{af(x) +b g(x) } =a
f(s) +b g(s), where a and
b are constants is
a) linearity property
b) change the scale property
c) shifting property
d) none
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Answer:
(1) Linearity Property
If F(s) and G(s) are Fourier Transforms of f(x) and g(x) respectively, then
F{a f(x) + bg(x)} = a F(s) + bG(s),
where a and b are constants.
= a F(s) + bG(s) i.e,
F{a f(x) + bg(x)} = a F(s) + bG(s).
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