Assuming P NP which of the following is true. A NP-complete NP B NP-complete P C NP-hard NP D P NP-complete Answer-B Exp- If PNP then it implies that no NP-Complete problem can be solved in polynomialtime.
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Because if one NP-Complete problem can be solved in polynomial time then all NP problems.
. What is printed by following program assuming call by reference method of passing parameters for all variables in the parameter list of procedure P program Main inout output var a b integer procedure P x y z integer begin y y 1 z x. Assuming P NP which of the following is true. A is incorrect because set NP includes both.
This problem has been solved. Which is generally not considered hard. Which of the following is TRUE.
3-SAT and 2-SAT are special cases of k-satisfiability k-SAT or simply satisfiability SAT when each clause contains exactly k 3 and k 2 literals respectively. B If X can be solved deterministically in polynomial time then P NP. Consider the following classes of problem.
C If X is NP-hard then it is NP-complete. Assuming P eq NP which of the following is TRUE NP complete NP NP complete cap P phi NP hard NP P NP complete. The tag adds a blank line between lines of text.
If its prime let G be a graph with two vertices and one edge between them. Because if one NP-Complete problem can be solved in polynomial time then all NP problems can be solved in polynomial time. Assuming P NP which of the following is true.
10 For classes of P NP and NPC assuming P NP which of the following is true. A formula of propositional logic is said to be satisfiable if logical values can be assigned to its variables in a way that makes the formula true. 738 Show that if P NP a polynomial time algorithm exists that produces a satisfying assifnment when given a satis able Boolean formula.
Let X be a problem that belongs to the class NP. The work factor is calculated by assuming the following as the stress-strain curve of silk fibre0 Answer. If P NP a NP-hard problem stays NP-hard in the sense that solving this problem is still at least as hard as solving any NP problem.
A decidable language L is NP-complete if. Solution for We consider P NP NP-complete problems. The algorithm you are asked to provide computes a function but NP contains languages not functions.
3 Assuming P NP which of the following is true. But since P NP this is equivalent to solving this problem is at least as hard as solving any P problem. -gate-computer science-20121 AnswerD etermine the correctness or otherwise of the following Assertion a and the Reason r.
See the answer See the answer See the answer done loading. Class P class NP class NP-hard and class NP-complete. Now pass G to HamiltonianPath which will give.
2-SAT is P while 3-SAT is NP Complete. We also define NPC to be the class of NP-complete languages. First determine whether n is prime in poly-time.
An NP-Complete problem cannot be solved in polynomial time. HTML uses some 4. State whether the following statements are true or false.
Assume that the question of. D X may be undecidable. A NP-complete NP C NP-hard NP D P NP-complete.
Assuming P NP which of the following is TRUE. This problem is known to be in P. Assuming P NP which of the following is TRUE.
L can be reduced to L in polynomial time for every L in NP. The following roughly sketched algorithm assuming PNP finds a 3 coloring of the input graph if one exists in polynomial time. But I can reduce it to something NP-complete like HamiltonianPath.
First learn to enumerate all possible algorithms Turing machines and to simulate computation of any such Turing machine on arbitrary input. A new heading starts on the same line on a webpage. Because if one NP-Complete problem can be solved in polynomial time then all NP problems can solved in polynomial time.
Explain each why or why not. If a language L satisfies property 2 but not necessarily property 1 we say that L is NP-hard. Option A Every relation in 3NF is also in BCNF B A relation R is in 3NF if every non-prime attribute of R is fully functionally dependent on every key of R C Every relation in BCNF is also in 3NF D.
L is in NP and. 1 P-NPC 2 NP O NPC 3 PONP 4 PONP. A There is no polynomial time algorithm for X.
Q1 Assuming P NP which of the following is true. The answer is B no NP-Complete problem can be solved in polynomial time. Attributes are always specified in the tag.
Then which one of the following is TRUE. Answer B The answer is B no NP-Complete problem can be solved in polynomial time. If its not prime let G be a graph with two vertices and no edges.
If that is the case then NP and P set become same which contradicts the given condition. If theres no such 3 coloring though it never terminates. The work factor of silk fibre is greater than 05.
Explain each why or why not. GATE 2012 A NP-complete NP B NP-complete cap P Phi C NP-hard NP D P NP-complete. 3-SAT and 2-SAT are special cases of k-satisfiability k-SAT or simply satisfiability SAT when each clause contains exactly k 3 and k 2 literals respectively.
A formula of propositional logic is said to be satisfiable if logical values can be assigned to its variables in a way that makes the formula true. 1 P-NPC 2 NP O NPC 3 PONP 4 PONP - Empty 5 PNPC - Empty Question. This problem has been solved.
NP-Complete P True or False. The answer is B no NP-Complete problem can be solved in polynomial time. The P NPassumption implies that SATis in P so testing satis ability is solvable in polynomial time.
2-SAT is P while 3-SAT is NP Complete. Draw a Venn diagram that represents how these classes relate to each other in the universe of problems. A NP-complete NP B NP-complete P C NP-hard NP D P NP-complete A A B B C C D D Answer.
10 For classes of P NP and NPC assuming P NP which of the following is true. See the answer See the answer done loading. The text on a webpage 3.
Because if one NP-Complete problem can be solved in polynomial time then all NP problems can solved in polynomial time.
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