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The passengers inside an automobile moving fast along a curve feel pushed outwards due to?

Asked by Kumar Upendra Akshay 19/08/2015 Last Modified 19/08/2015

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I have a maths. question from the Class XII Mathematics book by R.D.Sharma ( Chapter Complex numbers ) . I request anyone who can solve the problem step by step and send me the same The problem is as under : Locate the region represented by the complex number z in the Argand plane in case of the following condition : log((pi/6),((|z-2|+5)/(4*|z-2|-4)))<2. Please send step by step solution for the above question. Regards, S.B.Roy

I reckon that Mr. Bhushan did a typo error and the original problem is something like this, Located the region represented by the complex number z in the Argand plane in case of the following condition...

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My Friend Debarshi here overlooked a very minute thing and assumed that x,y,z are integers however this isn't the case. now if i take x= ?3, y=?5, z=2?2 then x2+y2+z2=16 but x+2y+2z~11.8. In this case...

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sin (A + B)= sin A cos B + cos A sin B Put B=A in the above formula = Sin ( A + A ) = sin A cos A + cos A sin A = 2 sin A cos A ∴ sin ( 2 A )= 2 sin A cos A cos (A + B)= cos A cos B —...

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