Write each of the implications `(p implies q)` in the form `(~p vv q)` and hence write the negation of each statement:
If `5 gt7,` then `6 lt 4.`

Write each of the implications (p implies q) in the form (~p vv q) and hence write the negation of each statement: If Delta ABC is isosceles then the base angles A and B are equal.

Write the negation of the statement : (p ⇒ q) ∧ r

Write the following implications (p implies q) in the form (~P vee q) and hence write the negation of it. "If it rains, the humidity increases"

Write the following implications (p implies q) in the form ( ~p vv q ) and write its negation. 'If Delta ABC is isosceles then the base angles A and B are equal.'

Negation of the statement ~p to (q vv r) is

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

The negation of p vv ~ q is

The negation of p vv ~ q is