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Determine whether the following pair of statements are logically equivalent. Justify your answer using a truth table.
Prove or disprove the following statement:
, if n is even and m is odd, then n + m is odd
Use the permutation formula to calculate the number permutations of the set {V, W, X, Y, Z} taken three at a time. Also list these permutations.
Translate the following English sentences into statements of predicate calculus that contain double quantifiers and explain whether it is a true statement.
Consider the following graph:
Is this a simple graph?
Does this graph contain any cycles?
Does this graph contain an Euler cycle?
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