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Solving a complex equation with roots of unity
Ah, embarissing. 1=(z+1)^5/z^5 =((z+1)/z)^5 and then just using the roots of unity to find z= 1/(1-w) , w=exp(i*2k*pi/5), k=1,2,3,4.
Clouded
Post #2
Jan 12, 2010
Forum:
Calculus and Beyond Homework Help
C
Solving a complex equation with roots of unity
Homework Statement z is a complex number. Find all the solutions of (z+1)^5 = z^5 The Attempt at a Solution Of course one could expand (z+1)^5, but I remeber our professor solving this with roots of unity. Can anyone help?
Clouded
Thread
Jan 12, 2010
Complex
Complex equation
Roots
Unity
Replies: 1
Forum:
Calculus and Beyond Homework Help
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