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1
Consider a connected undirected graph G with n vertices, where n 4. Suppose that G has the property that every vertex has a degree of at least n/2, i.e., deg(v) ≥ n/2 ...
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Let X have a Poisson distribution with parameter λ = 1. What is the probability that X ≥ 2 given that X ≤ 4?
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What is the relation between Theory of computation & Fuzzy logic?
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Which one is measure of software complexity?Ans:- number of lines of code (LOC)I want to proof this quest answer, please
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I’m using standard book(kenneth.H.Rosen) for my GATE preparation. And I have a doubt regarding syllabus or propositional logic. Do I have to study the topic “Proofs�...
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Kindly Solve it.
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17
DFS and BFS are equal in expressive power??? I(Independent on performances)??
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Dear Friends can any body tell me limit exists at 1 or not? as According to me the limit exists at 1 as both gives -1 at 1 but in madeeasy it’s given that the limit doe...