Define a recursive function named containsMultiple that when passed three integers (say low, high, k), returns...
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Define a recursive function named containsMultiple that when passed three integers (say low, high, k), returns true if there is any integer from low to high (inclusive on both sides) that is a multiple of k, false otherwise. You may assume k is not 0. For this function, you cannot use any helper functions. For example: Input Result System.out.println(studentAnswerstring.indexOf("for") < 0 && studentAnswerstring.indexOf("while") < 0 && studentAnswerstring.indexOf("contains Multiple") != student Answerstring.lastIndexOf("containsMultiple")); ensuring no loop and function does call itself true 2000, 2500, 597 3000, 2500, 597 (invalid range) 3000, 3000, 597 3000, 3000, -600 Test System.out.println(contains Multiple (2000, 2500, 597)); System.out.println(contains Multiple (3000, 2500, 597)); System.out.println(contains Multiple (3000, 3000, 597)); System.out.println(contains Multiple (3000, 3000, -600)); Answer: (penalty regime: 0 %) true false false true Define a recursive function named containsMultiple that when passed three integers (say low, high, k), returns true if there is any integer from low to high (inclusive on both sides) that is a multiple of k, false otherwise. You may assume k is not 0. For this function, you cannot use any helper functions. For example: Input Result System.out.println(studentAnswerstring.indexOf("for") < 0 && studentAnswerstring.indexOf("while") < 0 && studentAnswerstring.indexOf("contains Multiple") != student Answerstring.lastIndexOf("containsMultiple")); ensuring no loop and function does call itself true 2000, 2500, 597 3000, 2500, 597 (invalid range) 3000, 3000, 597 3000, 3000, -600 Test System.out.println(contains Multiple (2000, 2500, 597)); System.out.println(contains Multiple (3000, 2500, 597)); System.out.println(contains Multiple (3000, 3000, 597)); System.out.println(contains Multiple (3000, 3000, -600)); Answer: (penalty regime: 0 %) true false false true
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Accounting for Decision Making and Control
ISBN: 978-0078025747
8th edition
Authors: Jerold Zimmerman
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