Make a truth table for the given expression.
12. (~p∧q) ∨ (p∧~q)
13. (p∧~q) ∨ r
14. ~[(p∧~q) ∨ ~p]
15. (p∨q) ∧ ~(~q∧r)
16. (~p∧q) ∨ (~p∨q) 17. ~[(p∨q) ∧ ~q]
12. The truth table for "(\\sim p\\land q)\\lor(p\\land \\sim q)" given below :
13. The truth table for "(p\\land \\sim q)\\lor r" given below :
14. The truth table for "\\sim [(p\\land \\sim q)\\lor \\sim p]" given below
15. The truth table for "(p\\lor q)\\land \\sim (\\sim q\\land r)" given below :
16. The truth table for "(\\sim p\\land q)\\lor (\\sim p\\lor q)" given below:
17. The truth table for "\\sim [(p\\lor q)\\land \\sim q]" given below :
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