At t=0, a transverse were pulse in a wire is described by the function where x and y are in metre. The function y(x, t) that describes this wave equation, if it is travelling in the positive x - direction with a speed of "4.5 m s"^(-1) is

At t=0, a transverse were pulse in a wire is described by the function

1.	At t=0, a transverse were pulse in a wire is described by the function where x and y are in metre. The function y(x, t) that describes this wave equation, if it is travelling in the positive x - direction with a speed of "4.5 m s"^(-1) is
Answer» `y=(6)/((x+4.5t)^(3)-3)` `y=(6)/((x-4.5t^(2))+3)` `y=(6)/((x+4.5t)^(2)-3)` `y=(6)/((x-4.5t)^(2)+3)` ANSWER :D

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At t=0, a transverse were pulse in a wire is described by the function where x and y are in metre. The function y(x, t) that describes this wave equation, if it is travelling in the positive x - direction with a speed of "4.5 m s"^(-1) is

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