Answer
The statement says no matter what square anyone may give you, you can find a circle that is of a different color and above that square. This statement is true. Circle c is blue and above squares e, g, and h which are black or grey. Circle b is above square j which is blue. Hence for all squares x in the domain, there exists a circle y such that x and y have difference colors and y is above x.
Work Step by Step
Recall if you want to establish the truth of a statement of the form: ∀x∈D,∃y such that P(x,y), your challenge is to allow someone else to pick whatever element x in D they wish and then you must find an element y in E that "works for that particular x.
