Write in expression in p, q, and logical connectives which gives the following truth table: p q ? p= T T T F, q= F T F F, s= F T F F
It is clear that s=p∧qs = p \land qs=p∧q is 'logical and'. Indeed, if we draw a truth table we will see this:
p∣q∣p∧q∣sT∣F∣F∣FT∣T∣T∣TT∣F∣F∣FF∣F∣F∣Fp\mid q\mid p \land q\mid s \newline T\mid F \mid F\mid F \newline T\mid T \mid T\mid T \newline T\mid F \mid F\mid F \newline F\mid F \mid F\mid Fp∣q∣p∧q∣sT∣F∣F∣FT∣T∣T∣TT∣F∣F∣FF∣F∣F∣F
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