Given 'p' and 'q' as true and 'r' as false, the truth values of `~p ^^ (q vv ~r)` and `(p to q) ^^ r` are respectively

If p is true and q is false then the truth values of (p harr q) harr (~q to ~p) and (~p vv q)^^(~q vv p) are respectively

If p is true and q is false then the truth values of (p harr q) harr (~q to ~p) and (~p vv q)^^(~q vv p) are respectively

construct truth table for p ^^ (q vv r)

Let a:~(p ^^ ~r) vv (~ q vv s ) and b:(p vv s ) lar (q ^^ r) . If the truth values of p and q are true and that of r and s are false, then the truth values of a and b are respectively . . .

if p implies(q ^^ r) is false, then the truth values of p, q and r are respectively

The truth values of p,q and r for which (p ^^ q)vv(~r) has truth value F are respectively

Let p,q r be three statements such that the truth value of (p ^^ q) to (q vv r) is F. Then the truth value of p,q r are respectively :