"Aw c’mon Jake, let’s go hang out at Dave’s. Don’t worry about your parents; they’ll get over it. You know the one thing I really like about you is that you don’t let your parents tell you what to do."

The paint store is the best place to work on your diet. After all, you can get thinner there.

All the members of this club have strong views, and all the men in this community have strong views. So all the men in this community are members of this club.

The greatest fallacy is "All the members of this club have strong views, and all the men in this community have strong views. So all the men in this community are members of this club"

Step-by-step explanation:

Note: The question is to identify the greatest fallacy out of the statements made.

The greatest fallacy out of those three statements is the third. I.e." All the members of this club have strong views, and all the men in this community have strong views. So all the men in this community are members of this club."

Let U = All the men in this community have strong views

U can be called the universal set in this case because it is a set of all the men in the community

Let x = all the members of this club have strong views

x is a subset of U because all the members of the club are also members of the community

But it is possible we have members of the community who have strong views that are not members of the club because not all elements of the universal set will be in the subset. Therefore, not all men in the community are members of the club.

i think the length is 12 and the width is 17