1.

Find the roots ofz^n = (z + 1)^nand show that the points which represent them are collinear. Hence show that these roots are also the roots of the equation, (2sin.(mpi)/(n))^2bar(z)^2+(2sin.(mpi)/n)^2bar(z)+1=0 where m = 1 , 2, 3, ..... (n-1)& |z| is finite.

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Answer :`ICOS.(mpi)/N; square and GET the RESULT


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