Question 1
In a direct proof of a statement of the form $P \implies Q$, what is the usual starting assumption?
Question 2
Which statement is the contrapositive of 'If an integer is divisible by $4$, then it is even'?
Question 3
What is the negation of the statement 'For every real number $x$, $x^2 \ge 0$'?
Question 4
Which description best matches a proof by contradiction?
Question 5
Which statement is logically equivalent to $P \implies Q$?