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In the Three Previous Problems, the Solution For u(x,t)u ( x , t )

Question 8

Multiple Choice

In the three previous problems, the solution for u(x,t) u ( x , t ) is


A) u=sin(π) u(tx/a) u = \sin ( \pi ) u ( t - x / a )
B) u=sin(π(tx/a) ) u(tx/a) u = \sin ( \pi ( t - x / a ) ) u ( t - x / a )
C) u=sin(πx) cosh(πt) u = \sin ( \pi x ) \cosh ( \pi t )
D) u=cos(πx) sinh(πt) u = \cos ( \pi x ) \sinh ( \pi t )
E) u=cos(π(tx/a) ) u(tx/a) u = \cos ( \pi ( t - x / a ) ) u ( t - x / a )

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