Consider the function f(x) = e^|x| (a) Compute its complex Fourier expansion on [, ]. (b) Find
Fantastic news! We've Found the answer you've been seeking!
Question:
Consider the function f(x) = e^|x|
(a) Compute its complex Fourier expansion on [−π, π].
(b) Find the cosine Fourier expansion of f on the same interval.
(c) What does the series converge to, on the real line? (You can explain in words, or illustrate by a clear sketch.)
Related Book For
Posted Date: