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a2f = 1 aaf 4. (20pt) f(x,t) is a function that satisfies the wave equation of дх2 v2 Ot2 a) Assume f(x,t=0)= Axsin(kx),
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a2f = 1 aaf 4. (20pt) f(x,t) is a function that satisfies the wave equation of дх2 v2 Ot2 a) Assume f(x,t=0)= Axsin(kx),
a2f = 1 aaf 4. (20pt) f(x,t) is a function that satisfies the wave equation of дх2 v2 Ot2 a) Assume f(x,t=0)= Axsin(kx), with A and k being constants. Determine f(x,t) b) No matter how you obtained a) results, verify your solution satisfies the wave equation above. c) Repeat a) and b) for f(x,t=0)=Be-kx sin(kx). B is also a constant.
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