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Old 04-08-2008, 08:22 AM   #1 (permalink)
yachoo
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Question #51 in practice book

hi, I was a bit confused about answer choice : the open region between two parallel lines. who can help me account for it?
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Old 04-08-2008, 03:22 PM   #2 (permalink)
kdilks
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For reference, the question is "Let D be the region of the xy plane in which sum (x+2k)^k /k converges. The interior of D is...
a) open disc
b) bounded by ellipse
c) bounded by quadrilateral
d) between two parallel lines
e) half plane

Well, you know that the sum of z^k/k only converges when |z|<1 (or z=-1). Thus, this sum converges when |x+2y|<1. That corresponds to the open region between the lines x+2y=-1 and x+2y=1. The line x+2y=-1 is the other part of the region of convergence, but it's on the boundary, not the interior.
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Old 04-11-2008, 05:55 PM   #3 (permalink)
mraudiofreak
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My friend and I decided the answer was wrong. We think it should the region should be between two parallel lines but neither open nor closed
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Old 04-12-2008, 04:05 PM   #4 (permalink)
kdilks
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It specifically asks for the INTERIOR of the region, which would just be the open part.
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