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In this exercise we will show that {↓} is a functionally complete collection of logical operators. a) Show that p ↓p is logically equivalent to p b) Show that (p ↓q) ↓(p ↓q) is logically equivalent to p ∨q . c) Conclude from parts (a) and (b), and Exercise 49, that {↓} is a functionally complete collection of logical operators. | Numerade
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