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A delivery driver is driving at 35 km/hr towards a siren having a frequency of 350 Hz. The temperature of air is 25 degrees Celsius. Find the frequency heard by the person approaching the siren.
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I ll give you a clue, it goes eeeeeeeeeeeeeeeeoowwwwwwwwwwwwwwwwwwww...
here we have to apply the formula of the \(Doppler\;Effect\). So, the requested frequency \(\nu_O\), is given by this formula: \[\huge {\nu _O} = \left( {1 + \frac{{{v_O}}}{{{v_S}}}} \right)\nu \] where \(v_O=9.72\)m/sec, \(\nu=350\), and \(v_S\) is the speed of sound in the air at \(t=25°C\)
I was easing into that :-/
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