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Hradesh patel asked Dec 22, 2017
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# made easy demo test # Q 57
#plz explain??
#plz explain??
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Souvik33 asked Dec 4, 2022
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TOC | Made Easy Test Series | Q.13
Consider the following statement S: $\left \{ a^{n}b^{n+k}|n\geq 0,k\geq 1 \right \} \cup \left \{a^{n+k}b^{n}|n\geq 0,k\geq 3 \right \}$ is DCFL The above statement is: TRUE FALSE
Consider the following statementS: $\left \{ a^{n}b^{n+k}|n\geq 0,k\geq 1 \right \} \cup \left \{a^{n+k}b^{n}|n\geq 0,k\geq 3 \right \}$ is DCFLThe above statement is:TRU...
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G.K.T asked Jan 16, 2018
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Made easy mock 1 Q:30 (2017-18)
The number of ways can 10 balls be chosen from an urn containing 10 identical green balls, 5 identical yellow balls and 3 identical blue balls are __________. PS : I am interested in approach to solve the problem , not the ans
The number of ways can 10 balls be chosen from an urn containing 10 identical green balls, 5 identical yellow balls and 3 identical blue balls are __________. PS : I am i...
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G.K.T asked Jan 16, 2018
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Made Easy mock test 1 Q:16 (2017-18)
Which of the following is true for the predicate logic P ? ~ $\forall z[P(z) \rightarrow ($~$Q(z)\rightarrow P(z)) ]$ a.) P is satisfiable b.) P is Tautology c.) P is Contradiction d.) None of these
Which of the following is true for the predicate logic P ?~ $\forall z[P(z) \rightarrow ($~$Q(z)\rightarrow P(z)) ]$a.) P is satisfiableb.) P is Tautologyc.) P is Contrad...
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