Computation of velocity of wind

Win_odd Dhamnekar

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A person travelling towards the north-east with a velocity of 6 KM per hour finds that the wind appears to blow from the north, but when he doubles his speed it seems to come from a direction inclined at an angle \(\displaystyle tan^{−1}{( 2)}\) to the north of east. Show that the actual velocity of the wind is \(\displaystyle 3\sqrt{ 2}\) KM per hour towards the east.


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A person travelling towards the north-east with a velocity of 6 KM per hour finds that the wind appears to blow from the north, but when he doubles his speed it seems to come from a direction inclined at an angle \(\displaystyle tan^{−1}{( 2)}\) to the north of east. Show that the actual velocity of the wind is \(\displaystyle 3\sqrt{ 2}\) KM per hour towards the east.


View attachment 28373

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Above answer is wrong. and i computed new answer as follows:

1627289034502.png

Is this answer correct?
 
I got the correct answer to this question after doing some homework. No need to answer this question again.
 
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