Use the result of exercise 52 above to prove the following: For all integers n 1, x n <
Chapter 11, Problem 53(choose chapter or problem)
Use the result of exercise 52 above to prove the following: For all integers \(n \geq 1, x^{n}<2^{x}\) for all real numbers \(x>(2 n)^{2 n}\).
Text Transcription:
n geq 1, x^n<2^x
x>(2 n)^2 n
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