Recent activity by vupadhayayx86

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the number of minimum relation which satisfy1 nf (partial participation between E1 and R should not lost in RDBMS design )
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Let G = (V,E) be a directed graph.Each edge of G is represented as (i,j) with length l[i,j].If there is no edge from i to j then l[i,j] = (IMAGE ATTACHED)
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An organization is granted the block 172.89.0.0/16. The administrator wants to create 1024 subnets using 10 bits. The first and last addresses of any host in subnet 1024 ...
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Show that proposition $C$ is a logical consequence of the formula$$A\wedge \left(A \to \left(B \vee C\right)\right) \wedge \left( B \to \neg A\right)$$using truth tables....
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Which of the following well-formed formulas are equivalent?$P \rightarrow Q$$\neg Q \rightarrow \neg P$$\neg P \vee Q$$\neg Q \rightarrow P$
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Find the no. of minimum cost spanning tree using Kruskal’s or Primus algorithmi am getting "4" but the answer is given "5" ...verify please
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Simplify the following expressionAB’C + A’BC + A’B’CSolution given is A’C + B’C can someone show me how?