transverse waves: ( , ) = 𝐴𝑐 (π‘˜ βˆ“πœ” )...2019/04/05 Β Β· a taut string is manipulated so...

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Transverse waves: (, ) = ( βˆ“ ) Standing waves: (,) = ()sin() Discuss the following terms and how they relate to wave motion: βˆ“

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Page 1: Transverse waves: ( , ) = 𝐴𝑐 (π‘˜ βˆ“πœ” )...2019/04/05 Β Β· A taut string is manipulated so that it exhibits transverse wave motion. The wave speed is 11 m/s, the linear mass

Transverse waves: 𝑦(π‘₯, 𝑑) = π΄π‘π‘œπ‘ (π‘˜π‘₯ βˆ“ πœ”π‘‘)

Standing waves: 𝑦(π‘₯, 𝑑) = π΄π‘†π‘Šπ‘ π‘–π‘›(π‘˜π‘₯)sin(πœ”π‘‘)

Discuss the following terms and how they relate to wave motion:

π‘˜ βˆ“ 𝑣 πœ† πœ‡ 𝐹 π‘ƒπ‘Žπ‘£π‘” π΄π‘†π‘Š

Page 2: Transverse waves: ( , ) = 𝐴𝑐 (π‘˜ βˆ“πœ” )...2019/04/05 Β Β· A taut string is manipulated so that it exhibits transverse wave motion. The wave speed is 11 m/s, the linear mass
Page 3: Transverse waves: ( , ) = 𝐴𝑐 (π‘˜ βˆ“πœ” )...2019/04/05 Β Β· A taut string is manipulated so that it exhibits transverse wave motion. The wave speed is 11 m/s, the linear mass
Page 4: Transverse waves: ( , ) = 𝐴𝑐 (π‘˜ βˆ“πœ” )...2019/04/05 Β Β· A taut string is manipulated so that it exhibits transverse wave motion. The wave speed is 11 m/s, the linear mass

A taut string is manipulated so that it exhibits transverse wave motion. The wave speed is 11 m/s, the

linear mass density of the string is 0.012 kg/m, and it oscillates with an amplitude of 0.48 mm. What

average power is transmitted along the string if the frequency is 408 Hz?