Physics Asked by Jk jau. on January 17, 2021
A string under tension $T$ can support transverse waves with speed $c$. A displacement pattern of the form $y(x,t)=Acos(2πx/λ)cos(2πct/λ)$ is set up in the string. The energy transported in a time interval $Δt=λ/c$ across $x=0$ is..
The options are
A. 0
B. TA
C. Tλ
D. $frac{TA^2}{2λ}$
The given equation describes a standing wave. Without friction, there is no transport of energy.
Answered by R.W. Bird on January 17, 2021
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