M" Define what it means for a sequence to be decreasing. As well, let an = n! positive integers with n > M, and prove the sequence {a„}=M is decreasing. where M and n are
M" Define what it means for a sequence to be decreasing. As well, let an = n! positive integers with n > M, and prove the sequence {a„}=M is decreasing. where M and n are
Chapter12: Sequences, Series And Binomial Theorem
Section12.1: Sequences
Problem 74E: Which terms of the sequence are negative when the nth term of the sequence is an=(1)n(n+2)?
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where M and n are
п!
3. Define what it means for a sequence to be decreasing. As well, let a,
positive integers with n > M, and prove the sequence {an}-M is decreasing.
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