Let p : 7 is not greater than 4 and q : Paris is in France
be two statements. Then, `~(p vv q)` is the statement

Let p and q be two statements, then (p vv q)vv ~p is

Let p be the statement '7 is not greater than 4' and q be the statement 'Paris is in France' Then ~(p vv q) is the statement (a) 7 is greater than 4 or paris is not in France. (b) 7 is not greater than 4 paris is not france. (c) 7 is greater that 4 paris is in France. (d) 7 is greater than 4 and paris is in France.

Let p and q be two statements. Then, (~p vv q) ^^ (~p ^^ ~q) is a

The statement p vv q is

If p and q are tow statements, then ~(p ^^ q)vv ~ (q hArrp) is

The statement p Rightarrow p vv q

Negation of the statement p rarr(p vv sim q) is

"The negation of the statement= " (p vv q)^^ r is