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The Solution Is Thus U(x,t) = Aei(kx+k3t) = Aeik(x+k3t). The Dispersion Relation Is Real So The PDE Is Dispersive. Taking The Real Part We Get U(x,t) = Acos(k(x+ K2)t), Which Is A Left Traveling Wave Moving With Speed K2. Waves With Larger Wave Number Move Faster. 24th, 2021**Solutions Of Linear Differential Equations**

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