2n The space is C[0,21] and the inner product is (f.g) = f(t)g(t) dt. Show that sin mt and sin nt are orthogonal for any positive integers m and n when m n. Begin by writing the inner product using...


2n<br>The space is C[0,21] and the inner product is (f.g) =<br>f(t)g(t) dt. Show that sin mt and sin nt are orthogonal for any positive integers m and n when m n.<br>Begin by writing the inner product using the given functions.<br>2x<br>(sin mt, sin nt) = | O at<br>

Extracted text: 2n The space is C[0,21] and the inner product is (f.g) = f(t)g(t) dt. Show that sin mt and sin nt are orthogonal for any positive integers m and n when m n. Begin by writing the inner product using the given functions. 2x (sin mt, sin nt) = | O at

Jun 05, 2022
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