I'm assuming that this is your Euler diagram:
Carrollton Ave is part of the set of all roads.
If it is a road, then it must come to an end.
Here is a similar example.
All parallelograms are quadrilaterals.
Squares are parallelograms.
You can conclude that squares are quadrilaterals.
Given the argument and its Euler diagram below, determine whether the syllogism is valid or invalid.
All roads come to an end.
Carrollton Avenue is a road.
Carrollton Avenue comes to an end.
2 answers
Valid