Question

Tell whether the conditional is true (T) or false (F).

Answer 1

supposed to be a right arrow,

The statement is _____ because the antecedent is _____ and the consequent is _______

Answer 2

I know the initial statement is false, but what are the antecedent and the consequent?

Answer 3

conditionals are in the form

\[\Large \text{antecedent} \rightarrow \text{consequent}\]

in this case, the antecedent is given to be T. So the antecedent is always true

the consequent is false because `1 < 0` is a false statement

overall, the conditional \[\Large T \rightarrow (1 < 0)\] is false because `p -> q` is false whenever `p` is true and `q` is false

Answer 4

ok just making sure, thank you for last time by the way, i managed it get right, but man the whole site crashing made me go crazy lol