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52. Which of the following is a valid assertion that can be proved by Principle o Mathematical Induction? A. 2^ngt 2n+1 for every natural number greater than or equal to I B. 2^ngt n^2 for every natural number greater than or equal to 5 C. n^2+5ngt 3n^2 for every natural number greater than or equal to 2 D 3ngt 2^n for every natural number greater than or equal to I

Question

52. Which of the following is a valid assertion that can be proved by Principle o
Mathematical Induction?
A. 2^ngt 2n+1 for every natural number greater than or equal to I
B. 2^ngt n^2 for every natural number greater than or equal to 5
C. n^2+5ngt 3n^2 for every natural number greater than or equal to 2
D 3ngt 2^n for every natural number greater than or equal to I

52. Which of the following is a valid assertion that can be proved by Principle o Mathematical Induction? A. 2^ngt 2n+1 for every natural number greater than or equal to I B. 2^ngt n^2 for every natural number greater than or equal to 5 C. n^2+5ngt 3n^2 for every natural number greater than or equal to 2 D 3ngt 2^n for every natural number greater than or equal to I

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GrahamAdvanced · Tutor for 1 years

Answer

The correct answer is B. $2^{n}\gt n^{2}$ for every natural number greater than or equal to 5. This assertion can be proved by mathematical induction.
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