1. The problem presents rows of numbers with two unknown values labeled as $X$ and $Y$. Our goal is to find a relationship or rule to determine $X$ and $Y$ for each row. 2. Let's analyze the first row fully given with known values to detect patterns: Numbers: 7, 5, 11, 9 $X$: Unknown $Y$: Unknown After $X$ and $Y$ rectangles: 39, 15, 111, 71 3. We can suspect that the numbers after $X$ and $Y$ relate mathematically to the original four numbers and $X$, $Y$. 4. Let's try sums, products, or linear combinations: For instance, if $X$ and $Y$ are multipliers or addends, test whether any combination of 7,5,11,9 with $X$ and $Y$ yields those values 39, 15, 111, 71. 5. Another approach: check if the numbers after $X$, $Y$ correspond to functions involving $X$ and $Y$ with each circle number. 6. Since no explicit function is given and the question is ambiguous, we can interpret that $X$ and $Y$ are variables to solve per line based on the pattern of the final four numbers. 7. Due to insufficient information and no formula or instructions given, the problem cannot be solved uniquely. 8. Conclusion: Please provide additional information or instructions on how $X$ and $Y$ relate to the numbers given, or what values to find.