A transverse wave is propagating along +x direction. At t=2 s, the particle at x=4 m is at y=2 mm. With the passage of time its y coordinate increases and reaches to a maximum of 4 mm. The wave equation is (using ω and k with their usual meanings)

A transverse wave is propagating along +x direction. At t=2 s, the par

1.	A transverse wave is propagating along +x direction. At t=2 s, the particle at x=4 m is at y=2 mm. With the passage of time its y coordinate increases and reaches to a maximum of 4 mm. The wave equation is (using ω and k with their usual meanings)
Answer» A transverse wave is propagating along $+ x$ direction. At $t = 2 s$ , the particle at $x = 4$ $m$ is at $y = 2 m m$ . With the passage of time its $y$ coordinate increases and reaches to a maximum of $4 m m$ . The wave equation is (using $ω$ and $k$ with their usual meanings)

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A transverse wave is propagating along +x direction. At t=2 s, the particle at x=4 m is at y=2 mm. With the passage of time its y coordinate increases and reaches to a maximum of 4 mm. The wave equation is (using ω and k with their usual meanings)

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