Database System Concepts
Database System Concepts
7th Edition
ISBN: 9780078022159
Author: Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher: McGraw-Hill Education
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[画像:## Java Recursive Methods Example ### Overview Below is a Java class illustrating the use of recursion to solve two common problems: summation and finding a position in the Fibonacci sequence. ### Code Explanation #### Class: Recursive ```java public class Recursive { public static void main(String[] args) { System.out.println("Summation of 5 = " + summation(5)); System.out.println("Summation of 1 = " + summation(1)); System.out.println("Summation of 10 = " + summation(10)); System.out.println("Summation of 1 = " + summation(1)); System.out.println("Summation of 7 = " + summation(7)); System.out.println("The first position value in the Fibonacci Sequence is " + fibonacciSequence(1)); System.out.println("The third position value in the Fibonacci Sequence is " + fibonacciSequence(3)); System.out.println("The seventh position value in the Fibonacci Sequence is " + fibonacciSequence(7)); System.out.println("The twentieth position value in the Fibonacci Sequence is " + fibonacciSequence(20)); } public static int summation(int n) { //TODO: Create a recursive method that will find the summation of n for all positive n return -1; } public static int fibonacciSequence(int positionN) { //TODO: Create a recursive method that will find the Nth position of the Fibonacci sequence return -1; } } ``` ### Functional Description 1. **Main Method:** - The `main` method demonstrates calls to two recursive methods which are intended to compute the summation of positive integers and to get the Nth position value in the Fibonacci sequence. 2. **Summation Method:** - `public static int summation(int n)` - Intended to create a recursive approach to calculate the summation of `n`, where `n` is a positive integer. - Current implementation returns `-1` as a placeholder. 3. **Fibonacci Sequence Method:** - `public static int fibonacciSequence(int positionN)` - Meant to determine the Fibonacci sequence value at position `N` using recursion. - Current implementation returns `-1` as a placeholder. ### Learning Objective - This example is aimed at understanding the concept of recursion in Java programming. Recursive functions call themselves with different]
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Transcribed Image Text:## Java Recursive Methods Example ### Overview Below is a Java class illustrating the use of recursion to solve two common problems: summation and finding a position in the Fibonacci sequence. ### Code Explanation #### Class: Recursive ```java public class Recursive { public static void main(String[] args) { System.out.println("Summation of 5 = " + summation(5)); System.out.println("Summation of 1 = " + summation(1)); System.out.println("Summation of 10 = " + summation(10)); System.out.println("Summation of 1 = " + summation(1)); System.out.println("Summation of 7 = " + summation(7)); System.out.println("The first position value in the Fibonacci Sequence is " + fibonacciSequence(1)); System.out.println("The third position value in the Fibonacci Sequence is " + fibonacciSequence(3)); System.out.println("The seventh position value in the Fibonacci Sequence is " + fibonacciSequence(7)); System.out.println("The twentieth position value in the Fibonacci Sequence is " + fibonacciSequence(20)); } public static int summation(int n) { //TODO: Create a recursive method that will find the summation of n for all positive n return -1; } public static int fibonacciSequence(int positionN) { //TODO: Create a recursive method that will find the Nth position of the Fibonacci sequence return -1; } } ``` ### Functional Description 1. **Main Method:** - The `main` method demonstrates calls to two recursive methods which are intended to compute the summation of positive integers and to get the Nth position value in the Fibonacci sequence. 2. **Summation Method:** - `public static int summation(int n)` - Intended to create a recursive approach to calculate the summation of `n`, where `n` is a positive integer. - Current implementation returns `-1` as a placeholder. 3. **Fibonacci Sequence Method:** - `public static int fibonacciSequence(int positionN)` - Meant to determine the Fibonacci sequence value at position `N` using recursion. - Current implementation returns `-1` as a placeholder. ### Learning Objective - This example is aimed at understanding the concept of recursion in Java programming. Recursive functions call themselves with different
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