Convert this argument into logical notations using the variables c, b, r, p for propositions of computations, electric bills, out of money and the power respectively. (Where ¬ means NOT)
A. if (c∧b) → r and ¬b → ¬p, then (¬r∧p)→¬c
B. if (c∨B. → r and ¬b → ¬p, then (r∧p)→c
C. if (c∧b) → r and ¬p → ¬b, then (¬r∨p)→¬c
D. if (c∨b) → r and ¬b → ¬p, then (¬r∧p)→¬c
Answer:A
Convert this argument into logical notations using the variables c, b, r, p for propositions of computations, electric bills, out of money and the power respectively. (Where ¬ means NOT)
A. if (c∧b) → r and ¬b → ¬p, then (¬r∧p)→¬c B. if (c∨B. → r and ¬b → ¬p, then (r∧p)→c C. if (c∧b) → r and ¬p → ¬b, then (¬r∨p)→¬c D. if (c∨b) → r and ¬b → ¬p, then (¬r∧p)→¬c