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Problem 2
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18.100B, Fall 2002 In-class
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18.100B, Fall 2002 In-class
Problem 1
Let
be a sequence of positive real numbers such that
Show that
as
with respect to the usual metric on
Proof
. [Solution] The sequence
satifies
Given
choose
then
implies
so
and it follows that
as
Richard B. Melrose 2002-10-19