A painter writes the year in which he completed each painting in the lower right corner of that painting. A painter who wants to exhibit three paintings he made in 2021 is given the following propositions regarding how these paintings are hung on the walls in the exhibition area: p: Every painting on the wall is hung upside down. q: Every painting has at least one person in it. r: Every painting is rectangular in shape. Given that the proposition $(p \vee q)' \wedge r$ is true, which of the following could be the appearance of these three paintings by the painter when hung on the wall in the exhibition area?
A painter writes the year in which he completed each painting in the lower right corner of that painting. A painter who wants to exhibit three paintings he made in 2021 is given the following propositions regarding how these paintings are hung on the walls in the exhibition area:
p: Every painting on the wall is hung upside down.
q: Every painting has at least one person in it.
r: Every painting is rectangular in shape.
Given that the proposition $(p \vee q)' \wedge r$ is true, which of the following could be the appearance of these three paintings by the painter when hung on the wall in the exhibition area?