Suppose we prove that 2" > n? for n=1 and 2. Knowing that the inequality is true for some n n > 4 and we can show that it must be true for n+1 instead of n, can we conclude that 2" > n2 is true for all n > 1 ? True False

Suppose we prove that 2" > n? for n=1 and 2. Knowing that the inequality is true for some n n > 4 and we can show that it must be true for n+1 instead of n, can we conclude that 2" > n2 is true for all n > 1 ? True False

Name: Suppose we prove that2" > n?for n=1 and 2. Knowing that the inequalit
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Description: Suppose we prove that2" > n?for n=1 and 2. Knowing that the inequality is true for some nn > 4and we can show that it must be true for n+1 instead of n, can we conclude that2" > n2is true for alln > 1?TrueFalse

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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