1. The problem is to create a mapping statement, which in mathematics typically means defining a function that maps elements from one set to another. 2. A mapping statement usually has the form $f: A \to B$ where $A$ is the domain and $B$ is the codomain. 3. For example, if we want to map each element $x$ in set $A$ to its square in set $B$, the mapping statement is: $$f: A \to B, \quad f(x) = x^2$$ 4. This means for every $x$ in $A$, the function $f$ assigns the value $x^2$ in $B$. 5. If you provide a specific function or sets, I can write a precise mapping statement for that.