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What is Mathematical Induction Proofs in Mth621 about?

The document contains mathematical proofs using the principle of mathematical induction for three questions. The first question proves that (1+2)^n ≥ 1+y^n for n ∈ N when y > 1. The second question shows that n < 2^n for all n ≥ 1, and the third question proves that if a sequence is non-decreasing, then the limit of the sequence equals its supremum.

Author

samrasatar3

Language

EN