Suppose that you are trying to prove (5n+4) = O(n) by using the formal definition of...
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Suppose that you are trying to prove (5n+4)² = O(n²) by using the formal definition of O-notation, where n ≥ 0. In order to show that (5n+4)² = O(n²) by using the formal definition of O-notation, we need to pick constants c and no such that for any n ≥no we have (5n+4)² < cn² (1) (a) [25 points] If you use no = 2, what is the smallest c value that makes the proof go through? Activat (b) [25 points] If you use c = 36, what is the smallest no value that makes the proof gose through? Suppose that you are trying to prove (5n+4)² = O(n²) by using the formal definition of O-notation, where n ≥ 0. In order to show that (5n+4)² = O(n²) by using the formal definition of O-notation, we need to pick constants c and no such that for any n ≥no we have (5n+4)² < cn² (1) (a) [25 points] If you use no = 2, what is the smallest c value that makes the proof go through? Activat (b) [25 points] If you use c = 36, what is the smallest no value that makes the proof gose through?
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a To find the smallest c value that makes the proof go through with no 2 we need to solve the inequa... View the full answer
Related Book For
Smith and Roberson Business Law
ISBN: 978-0538473637
15th Edition
Authors: Richard A. Mann, Barry S. Roberts
Posted Date:
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