Solve the wave equation [if someone can post the wave equation] by the separation of variables method (y(x,t)=X(x)T(t)) for the case of both string's ends are fixed (y(0,t)=0,y(L,t)=0) or X(0)=X(L)=0.
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\[\frac{ d ^{2}y }{ dx ^{2} } = \frac{ 1 }{v ^{2} } \frac{ d ^{2}y }{dt ^{2} } \]

Actually, I haven't learned differential equations, but this is on my physics' lab relatory. . .

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