Mr. Doppler in a circle

Classical Mechanics Level 4

A tuning fork is moving in clockwise direction on a circle centered at origin of radius \(\sqrt { 2 }m\) with speed \(125m/s\). Find the coordinates \((a,b)\) of the tuning fork when the stationary observer at \((1,3)\) hears maximum frequency.

Select \({a}^{6}+{b}^{6}\).


Velocity of sound = \({ v }_{ s }=\frac { 1000 }{ \pi }\)

This problem is originally part of set Mechanics problems by Abhishek Sharma.
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