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ritu_007 (603)

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Olaaa!! Perrrfect answer. 113  [132 rates]

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arg(x+iy)=tan inverse (y/x)
here y=(1+cos6/5)
      x=sin6/5
so arg=tan inverse[(1+cos6/5)/sin6/5]
  =tan inverse (2cos26/10/2sin6/10.cos6/10)
   =tan inverse(cot6pi/10)
   =tan inverse(tan{pi/2-6pi/10})
   = tan inverse(tan{-pi/10})
   =tan inverse(tan{pi+[-pi/10]})   
   = tan inverse(tan 9pi/10)
  = 9pi/10
 
hence argument is 9pi/10.

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