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    The function f (x) is de ned, on the interval -π <= x < π

    Hi, I have been asked the following question but I am having trouble with it. Any help would be appreciated. The function f (x) is de nfied, on the interval -π <= x < π, as f (x) = -2x and elsewhere by f(x) = f(x + 2π). Carefully sketch the function on the interval [-4π; 4π]. Thanks!
  2. A

    Show that the Hermite polynomials H2(x) and H3(x).

    Yes you are correct. THanks you. I believe I have solved the problem correctly.
  3. A

    Show that the Hermite polynomials H2(x) and H3(x).

    Hi guys. I am new, and i need help badly. I have been asked this question and I have no idea how to do it. Any help would be appreciated! Show that the Hermite polynomials H2(x) and H3(x) are orthogonal on x € [-L, L], where L > 0 is a constant, H2(x) = 4x² - 2 and H3(x) = 8x³ - 12x...
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