Tell whether the conditional statement is true or false.
-Here T represents a true statement. $\mathrm { T } \rightarrow ( - 3 - 5 )$

Question

Tell whether the conditional statement is true or false.
-Here T represents a true statement. $\mathrm { T } \rightarrow ( - 3 > - 5 )$

Quizplus · Accepted Answer

The conditional statement is true because the implication $\mathrm { T } \rightarrow ( - 3 > - 5 )$ means if the premise is true (which it is, as denoted by T), then the conclusion must be evaluated. Since $-3$ is indeed greater than $-5$, the conclusion is true, making the entire conditional statement true.

Tell Whether the Conditional Statement Is True or False T→(−3>−5)\mathrm { T } \rightarrow ( - 3 > - 5 )T→(−3>−5)

Tell Whether the Conditional Statement Is True or False $\mathrm { T } \rightarrow ( - 3 > - 5 )$