Given R ={A, B, C, D}, and the set of Functional dependencies A→BC, B→D. (a) Is the decomposition of R onto R1 ={A, B}and R2 ={B, C, D}lossless? Why? Is it dependency preserving? Why? (b) Is the decomposition of R onto R1 ={A, B}and R2 ={A, C, D}lossless? Why? Is it dependency preserving? Why? (c) Is the decomposition of R onto R1 ={A, B, C}and R2 ={B, D}lossless? Why? Is it dependency preserving? Why

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
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Given R ={A, B, C, D}, and the set of Functional dependencies A→BC, B→D.

(a) Is the decomposition of R onto R1 ={A, B}and R2 ={B, C, D}lossless? Why? Is it dependency preserving? Why?

(b) Is the decomposition of R onto R1 ={A, B}and R2 ={A, C, D}lossless? Why? Is it dependency preserving? Why?

(c) Is the decomposition of R onto R1 ={A, B, C}and R2 ={B, D}lossless? Why? Is it dependency preserving? Why?

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