Introduction to Java Programming and Data Structures, Comprehensive Version, Student Value Edition (11th Edition)
11th Edition
ISBN: 9780134671604
Author: Y. Daniel Liang
Publisher: PEARSON
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Expert Solution & Answer
Chapter 18.9, Problem 18.9.1CP
Explanation of Solution
True Statements:
The statements (a), (b), and (d) are true.
Explanation:
Recursive method:
- A technique in which a method calls itself indirectly or directly is known a recursion and the respective method is called as recursive method.
- With the help of recursive method, it is possible to solve certain problems more quickly and easily.
- A recursive method can be converted into non-recursive method.
- It takes more stack space. It also takes more time to process.
- Recursion is always very hard to understand and it is difficult to trace bug.
- Recursion reduces unnecessary calling of functions.
- Usually recursion is used to reduce the problem. In some cases, it does not reduce the problem and calls the function endlessly and hence it is called as infinite recursion.
- Base case: The recursion method contains a base case which is used to halt the recursion.
False Statement:
The statement (c) is false...
Expert Solution & Answer
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Students have asked these similar questions
Don't use chatgpt or any other AI
Don't use chatgpt or any other AI
Given a relation schema R = (A, B, C, D, E,G) with a set of functional dependencies
F {ABCD
BC → DE
B→ D
D→ A}.
(a) Show that R is not in BCNF using the functional dependency A → BCD.
(b) Show that AG is a superkey for R
(c) Compute a canonical cover Fc for the set of functional dependencies F. Show your work.
(d) Give a 3NF decomposition of R based on the canonical cover found in (c). Show your
work.
(e) Give a BCNF decomposition of R using F. Show your work.
Chapter 18 Solutions
Introduction to Java Programming and Data Structures, Comprehensive Version, Student Value Edition (11th Edition)
Chapter 18.2, Problem 18.2.1CPChapter 18.2, Problem 18.2.2CPChapter 18.2, Problem 18.2.3CPChapter 18.2, Problem 18.2.4CPChapter 18.2, Problem 18.2.5CPChapter 18.2, Problem 18.2.6CPChapter 18.3, Problem 18.3.1CPChapter 18.3, Problem 18.3.2CPChapter 18.3, Problem 18.3.3CPChapter 18.4, Problem 18.4.1CP
Chapter 18.4, Problem 18.4.2CPChapter 18.4, Problem 18.4.3CPChapter 18.5, Problem 18.5.1CPChapter 18.5, Problem 18.5.2CPChapter 18.5, Problem 18.5.3CPChapter 18.6, Problem 18.6.1CPChapter 18.6, Problem 18.6.2CPChapter 18.6, Problem 18.6.3CPChapter 18.6, Problem 18.6.4CPChapter 18.6, Problem 18.6.5CPChapter 18.6, Problem 18.6.6CPChapter 18.7, Problem 18.7.1CPChapter 18.8, Problem 18.8.1CPChapter 18.8, Problem 18.8.2CPChapter 18.8, Problem 18.8.3CPChapter 18.8, Problem 18.8.4CPChapter 18.8, Problem 18.8.5CPChapter 18.9, Problem 18.9.1CPChapter 18.9, Problem 18.9.2CPChapter 18.10, Problem 18.10.1CPChapter 18.10, Problem 18.10.2CPChapter 18, Problem 18.1PEChapter 18, Problem 18.2PEChapter 18, Problem 18.3PEChapter 18, Problem 18.4PEChapter 18, Problem 18.5PEChapter 18, Problem 18.6PEChapter 18, Problem 18.7PEChapter 18, Problem 18.8PEChapter 18, Problem 18.9PEChapter 18, Problem 18.10PEChapter 18, Problem 18.11PEChapter 18, Problem 18.12PEChapter 18, Problem 18.13PEChapter 18, Problem 18.14PEChapter 18, Problem 18.15PEChapter 18, Problem 18.16PEChapter 18, Problem 18.17PEChapter 18, Problem 18.18PEChapter 18, Problem 18.19PEChapter 18, Problem 18.20PEChapter 18, Problem 18.21PEChapter 18, Problem 18.22PEChapter 18, Problem 18.23PEChapter 18, Problem 18.24PEChapter 18, Problem 18.25PEChapter 18, Problem 18.26PEChapter 18, Problem 18.27PEChapter 18, Problem 18.28PEChapter 18, Problem 18.29PEChapter 18, Problem 18.32PEChapter 18, Problem 18.33PEChapter 18, Problem 18.34PEChapter 18, Problem 18.35PEChapter 18, Problem 18.36PEChapter 18, Problem 18.37PEChapter 18, Problem 18.38PEChapter 18, Problem 18.39PE
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