At t = 0, the shape of a travelling pulse is given by y(x,0)=4×10−38−(x)2 where x and y are in metres. The wave function for the travelling pulse if the velocity of propagation is 5 m/s in the +x direction is given by

At t = 0, the shape of a travelling pulse is given by y(x,0)=4×10−3

1.	At t = 0, the shape of a travelling pulse is given by y(x,0)=4×10−38−(x)2 where x and y are in metres. The wave function for the travelling pulse if the velocity of propagation is 5 m/s in the +x direction is given by
Answer» At t = 0, the shape of a travelling pulse is given by $y (x, 0) = \frac{4 \times 10^{- 3}}{8 - (x)^{2}}$ where x and y are in metres. The wave function for the travelling pulse if the velocity of propagation is 5 m/s in the +x direction is given by

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At t = 0, the shape of a travelling pulse is given by y(x,0)=4×10−38−(x)2 where x and y are in metres. The wave function for the travelling pulse if the velocity of propagation is 5 m/s in the +x direction is given by

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