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MadeEasy CBT2 q37
Vasu_gate2017
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Jan 30, 2017
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Gate Fever
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made easy cbt2
consider the following relational schema R(A,B,C,D,E,F,G) AB->C,BC->A,AC->B,B->D,D->E how many minimum relations required to decompose R into BCNF which satisfy lossless and FDP decomposition? initially i got 4 relation as R1(A,B,C) R2(D,E) R3(B,D) R4(A,B,F,G) but in R1 and R2 there is no common attribute, hence it will not be lossless??am i correct
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Chaitrasj
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Made easy CBT2
$R_2(A)$W_1(B)$W_1(C)$R_3(B)$R_2(B)$R_1(A)$C_1$R_2(C)$C_2$W_3(A)$C_3$ Is this schedule allowed under 2PL?
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BOB
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Test-CD1-Q37
Consider the following grammar: S -> id = A! A -> id = A | E E -> id | (id!) | A While converting the LR(1) set of items to LALR(1) the number of merges required to be made for the grammar is: (A) 8 (B) 6 (C) 10 (D) 11
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Deepanshu
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Jan 23, 2019
235
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MADE EASY CBT2
Consider a binary tree where for every node ⏐P - Q⏐ ≤ 2. P represents number of nodes in left sub tree for node S and Q represents the number of nodes in right sub tree for node S for h > 0. The minimum number of nodes present in such binary ... NEED THAT NODE AT RIGHT SUBTREE DIDNT GET THAT ( 3RD NODE AT 2ND LEVEL WHY IS THAT THERE I THINK WITHOUT IT WE ARE SATISYING CONDITIONS
Deepanshu
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Algorithms
Jan 23, 2019
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Deepanshu
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