Mathematics, 08.08.2019 02:20 nostalgiafaith
consider the following recursively defined sequence a1 = 2 an = an-1 – 3 for n > = 2 in this question, we will prove that an = -3n + 5 for all n > =1. fill the blanks
let p(n) = we prove that for all n there exists z, if n> =0
base case: the base case is n =
proof of the base case:
induction step: the induction hypothesis is
our goal in the induction is to prove
proof of the induction step:
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consider the following recursively defined sequence a1 = 2 an = an-1 – 3 for n > = 2 in this ques...
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