0 0 votes Is Minimal cover of FD'S and a minimal set of FD is different things? Databases + – Divyanshum29 1.3k views answer comment Share Follow Print See all 9 Comments 9 9 Comments reply Show 6 previous comments Raghav Khajuria commented Oct 5, 2018 reply Follow flag If F ⊆ G it means G Covers F i.e all fds of F are implied in G also and G has more expressive power and both F &G are not equivalent. If F ⊆ G AND G ⊆ F when this condition holds true ,means both are equivalent i.e F=G 0 0 replyShare Divyanshum29 commented Oct 6, 2018 reply Follow flag yes, sir that was made easy test series que. thats why I was not showing question because of the rules in GO. thanks, sir you have cleared my all doubt. 0 0 replyShare Shaik Masthan commented Oct 6, 2018 reply Follow flag brother, there is no rule in GO that, you can't ask some other test series questions.... If you want to add, you can add them., but i want to give One suggestion that most of the aspirants doesn't follow is " with your question, add your approach and your doubt then someone will easily help you " 1 1 replyShare Please log in or register to add a comment.
