Question: Beats are produced by two waves given by $y_{1} = a\sin 2000\pi t$ and $y_{2} = a\sin 2008\pi t$...

Question

Beats are produced by two waves given by $y_{1} = a\sin 2000\pi t$ and $y_{2} = a\sin 2008\pi t$ . The number of beats heard per second is

Answer 1

Number of beats per second = $n_{1}\sim n_{2}$

$\omega_{1} = 2000\pi = 2\pi n_{1}$ ⇒ n₁ = 1000

and $\omega_{2} = 2008\pi = 2\pi n_{2}$ ⇒ n₂ = 1004

Number of beats heard per sec $= 1004 - 1000 = 4$

Question: Beats are produced by two waves given by \(y_{1} = a\sin 2000\pi t\) and \(y_{2} = a\sin 2008\pi t\)...