Consider the following three statements: p:4 and 7 are coprimes. q: Every function on a set A is a relation on A. r:6 divides 3. Then the truth value of which of the following Boolean expressions is false?
A
p∧(q∨r)
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B
∼p∨(∼q∨∼r)
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C
∼p∧(q∨∼r)
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D
(p∨∼q)∨r
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Solution
The correct option is C∼p∧(q∨∼r) p is true, q is true and r is false.