Sources separated by 20 m vibrate according to the equation y1=0.06sinπt and y2=0.02sinπt. They send out waves along a rod with speed 3 m/s. What is the equation of motion of a particle 12 m from the first source and 8 m from the second? Given y1,y2 are in metres.

Sources separated by 20 m vibrate according to the equation y1=0.06sin

1.	Sources separated by 20 m vibrate according to the equation y1=0.06sinπt and y2=0.02sinπt. They send out waves along a rod with speed 3 m/s. What is the equation of motion of a particle 12 m from the first source and 8 m from the second? Given y1,y2 are in metres.
Answer» Sources separated by $20 m$ vibrate according to the equation $y_{1} = 0.06 sin π t$ and $y_{2} = 0.02 sin π t .$ They send out waves along a rod with speed $3 m/s$ . What is the equation of motion of a particle $12 m$ from the first source and $8 m$ from the second? Given $y_{1}, y_{2}$ are in metres.

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Sources separated by 20 m vibrate according to the equation y1=0.06sinπt and y2=0.02sinπt. They send out waves along a rod with speed 3 m/s. What is the equation of motion of a particle 12 m from the first source and 8 m from the second? Given y1,y2 are in metres.

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