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    Discrete Mathematics and Its Applications Study Set 1
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    Exam 11: A: Trees
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    Write the Compound Proposition\(( \neg p ) \rightarrow ( q \vee ( r \wedge \neg s ) )\)
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Write the Compound Proposition (¬p)→(q∨(r∧¬s))( \neg p ) \rightarrow ( q \vee ( r \wedge \neg s ) )(¬p)→(q∨(r∧¬s))

Question 9

Question 9

Short Answer

Write the compound proposition (¬p)→(q∨(r∧¬s))( \neg p ) \rightarrow ( q \vee ( r \wedge \neg s ) )(¬p)→(q∨(r∧¬s)) in infix notation.

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