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Unformatted text preview: Answers to homework # 10 VI.2. (a) 2 cos(πnx/L), L n=1, n odd (b)
∞ 1 1 + cos(πnx/L). 2L n=0 L VI.6. (a) VI.7. y (x, t) = VI.11. e−x δ (x) = δ (x) + δ (x). 2I ∞ 1 (sin(πn/3) + sin(2πn/3)) sin(πnx/L) sin(πnvt/L). πvµ n=1 n 1 −3 e + e−1 , 4 (b) 1 −9 e + e−4 . 5 ...
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This note was uploaded on 12/12/2009 for the course MATHEWS SOC 2000 taught by Professor M during the Spring '09 term at AIB College of Business.
- Spring '09