Lecture
Test_VF_suite_Cauchy
Description
This lecture discusses a real function that is increasing and bounded, from which a sequence a_n is defined. The question addressed is whether a_n is a Cauchy sequence. It is shown that since f is increasing and bounded, a_n is also increasing and bounded, leading to the conclusion that a_n is convergent, which is equivalent to a_n being Cauchy.
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