To determine a secret integer between 1 and N is your objective. You consistently make guesses for integers from 1 to N. You can determine whether your guesses match the secret integer after each one (and the game stops). In the absence of such, you discover if the new guess is warmer (closer to) or cooler (far from) the secret number than your prior one. Create an algorithm that requires no more than 2 lg N guesses to discover the secret number. Then create a algorithm that can discover the secret number in no more than 1 lg N guesses.
To determine a secret integer between 1 and N is your objective. You consistently make guesses for integers from 1 to N. You can determine whether your guesses match the secret integer after each one (and the game stops). In the absence of such, you discover if the new guess is warmer (closer to) or cooler (far from) the secret number than your prior one. Create an algorithm that requires no more than 2 lg N guesses to discover the secret number. Then create a algorithm that can discover the secret number in no more than 1 lg N guesses.
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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To determine a secret integer between 1 and N is your objective. You consistently make guesses for integers from 1 to N. You can determine whether your guesses match the secret integer after each one (and the game stops). In the absence of such, you discover if the new guess is warmer (closer to) or cooler (far from) the secret number than your prior one. Create an
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