Write each biconditional as a conditional and its converse. Then determine whether
the biconditional is true or false. If false, give a counterexample.
2. There is no school if and only if it is Saturday.
3. Two lines intersect if and only if they are not horizontal.
4. |2x| = 4iff x = 2.
5. Use logical equivalence to create a truth table that summarizes the conditional,
converse, and biconditional for statements p and q.
I will give brainlest
