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The actual conversion is implemented as a static function toRoman(int) in the class ArabicToRomanNumber. Note that the original algorithm has been modified as follows: • The conversion returns a string instead of a sequence of integers. Because a Roman number does not include zeros, the for-loop at lines 3–7 is replaced by two nested while-loops. The inner loop takes care of possible repetitions of the same primitive number. • The precondition is strengthened to 1 ≤ n. • To emphasize that the values 4000 ≤ n are cumbersome to express in Roman numerals, the post-condition gives an estimate of how long the result string will be. Write The Java code:

The actual conversion is implemented as a static function toRoman(int) in the class ArabicToRomanNumber. Note that the original algorithm has been modified as follows: • The conversion returns a string instead of a sequence of integers. Because a Roman number does not include zeros, the for-loop at lines 3–7 is replaced by two nested while-loops. The inner loop takes care of possible repetitions of the same primitive number. • The precondition is strengthened to 1 ≤ n. • To emphasize that the values 4000 ≤ n are cumbersome to express in Roman numerals, the post-condition gives an estimate of how long the result string will be. Write The Java code:

Database System Concepts
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
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The actual conversion is implemented as a static function toRoman(int) in the class
ArabicToRomanNumber. Note that the original algorithm has been modified as
follows:
• The conversion returns a string instead of a sequence of integers. Because a Roman
number does not include zeros, the for-loop at lines 3–7 is replaced by two nested
while-loops. The inner loop takes care of possible repetitions of the same primitive
number.
• The precondition is strengthened to 1 ≤ n.
• To emphasize that the values 4000 ≤ n are cumbersome to express in Roman numerals, the post-condition gives an estimate of how long the result string will be.
Write The Java code:

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