Write in the form “if p, then q” in English. To get tenure as a professor, it is sufficient to be world famous. Write this statement in the form “if p, then q” in English > To get tenure as a professor, it is sufcient to be world famous. * By definition of _sufcient_ , $p$ sufcient $q$ where $p$ is Hypothesis and $q$ is Conclusion * By definition of _conditional Statement_ , if $p$ then $q$ where $p$ is Hypothesis and $q$ is conclusion Let $p :$ get tenure as a professor; $q :$ be world famous; "If you get tenure as a professor, you will be famous." Why is this wrong?

Go back to your first line

> P **sufcient** Q where P is Hypothesis and Q is Conclusion

and compare it to

> it is **sufcient** to be world famous

Thus _being world famous_ is sufficient...