1. The problem asks to combine two systems into one system. 2. To combine systems, we typically add or connect their equations or components depending on the context (e.g., electrical circuits, mechanical systems). 3. Since the image is not provided, I will explain the general approach: - Identify the variables and equations from both systems. - Write down all equations together. - If variables overlap, express them consistently. - Combine equations by substitution or addition to form a single system. 4. For example, if system 1 has equations $A_1x + B_1y = C_1$ and system 2 has $A_2x + B_2y = C_2$, the combined system is: $$\begin{cases} A_1x + B_1y = C_1 \\ A_2x + B_2y = C_2 \end{cases}$$ 5. If the systems are dynamic or involve different variables, define new variables or constraints to unify them. 6. Without the specific systems, this is the general method to combine them into one system.