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Problem 1 Convert the following relation to 2NF, and then to 3NF. Show both conversions. (h, n, c, a, f, k, p, r, g, i, m, b, o, d, j, I, s, e) Functional Dependencies: m, b →I n>o p>j h>g c>i h> d n→ j s >e p>o a >r

Problem 1 Convert the following relation to 2NF, and then to 3NF. Show both conversions. (h, n, c, a, f, k, p, r, g, i, m, b, o, d, j, I, s, e) Functional Dependencies: m, b →I n>o p>j h>g c>i h> d n→ j s >e p>o a >r

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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Want 3NF relations for the above EER Model in the hand written format below of an unrelated example:

The image contains a set of operations with letters and dependencies, possibly related to database normalization or schema design. Below is a transcription and explanation of the elements present in the image: ### Text Transcription 1. **List of Letters:** \( (A, B, C, \cancel{D}, \cancel{F}, G, \cancel{I}, J, K) \) 2. **Dependencies:** - \( A \rightarrow D \) - \( C \rightarrow E \) - \( A \rightarrow H \) - \( D \rightarrow H \) - \( I, J \rightarrow G \) 3. **Identified Sets:** - \( R_1 = (A, D, H) \) - \( R_2 = (C, E) \) - \( R_3 = (A, B, C, F, G, I, J, K) \) with note \( A \rightarrow R_1 \) ### Explanation - **List of Letters:** - The letters \( A, B, C, G, J, K \) are part of a set, whereas the letters \( D, F, I \) are crossed out, possibly indicating they are removed or not considered in this stage. - **Dependencies:** - Arrows indicate functional dependencies among the letters, showing relationships where one or more letters can determine another letter. For instance, \( A \rightarrow D \) shows that \( A \) determines \( D \). - **Identified Sets (R1, R2, R3):** - \( R_1, R_2, R_3 \) are different groups or relations identified from the initial set, possibly reflecting database schema partitions. - \( R_1 = (A, D, H) \) includes a dependency \( A \rightarrow D \) and \( D \rightarrow H \). - \( R_2 = (C, E) \) reflects the dependency \( C \rightarrow E \). - \( R_3 = (A, B, C, F, G, I, J, K) \) appears to be a broader set from which others are derived, with a noted dependency \( A \rightarrow R_1 \). This content may be part of an educational module on database design, illustrating the process of identifying functional dependencies and normal
Transcribed Image Text:The image contains a set of operations with letters and dependencies, possibly related to database normalization or schema design. Below is a transcription and explanation of the elements present in the image: ### Text Transcription 1. **List of Letters:** \( (A, B, C, \cancel{D}, \cancel{F}, G, \cancel{I}, J, K) \) 2. **Dependencies:** - \( A \rightarrow D \) - \( C \rightarrow E \) - \( A \rightarrow H \) - \( D \rightarrow H \) - \( I, J \rightarrow G \) 3. **Identified Sets:** - \( R_1 = (A, D, H) \) - \( R_2 = (C, E) \) - \( R_3 = (A, B, C, F, G, I, J, K) \) with note \( A \rightarrow R_1 \) ### Explanation - **List of Letters:** - The letters \( A, B, C, G, J, K \) are part of a set, whereas the letters \( D, F, I \) are crossed out, possibly indicating they are removed or not considered in this stage. - **Dependencies:** - Arrows indicate functional dependencies among the letters, showing relationships where one or more letters can determine another letter. For instance, \( A \rightarrow D \) shows that \( A \) determines \( D \). - **Identified Sets (R1, R2, R3):** - \( R_1, R_2, R_3 \) are different groups or relations identified from the initial set, possibly reflecting database schema partitions. - \( R_1 = (A, D, H) \) includes a dependency \( A \rightarrow D \) and \( D \rightarrow H \). - \( R_2 = (C, E) \) reflects the dependency \( C \rightarrow E \). - \( R_3 = (A, B, C, F, G, I, J, K) \) appears to be a broader set from which others are derived, with a noted dependency \( A \rightarrow R_1 \). This content may be part of an educational module on database design, illustrating the process of identifying functional dependencies and normal
**ISAM 3331: Introduction to Business Database Application Development Chapter 4 Assignment Fall 2020** **Problem 1** Convert the following relation to 2NF, and then to 3NF. Show both conversions. **Relation:** (h, n, c, a, f, k, p, r, g, i, m, b, o, d, j, l, s, e) **Functional Dependencies:** - p → j - n → p - n → j - s → e - m, b → l - n → o - p → o - a → r - h → g - c → i - h → d
Transcribed Image Text:**ISAM 3331: Introduction to Business Database Application Development Chapter 4 Assignment Fall 2020** **Problem 1** Convert the following relation to 2NF, and then to 3NF. Show both conversions. **Relation:** (h, n, c, a, f, k, p, r, g, i, m, b, o, d, j, l, s, e) **Functional Dependencies:** - p → j - n → p - n → j - s → e - m, b → l - n → o - p → o - a → r - h → g - c → i - h → d
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