1. The problem is to make the left side look like the original state of the right side. 2. To solve this, we need to identify the expressions on both sides and apply algebraic operations to transform the left side into the right side. 3. Since the exact expressions are not provided, let's assume the right side is an expression $E$ and the left side is $L$. 4. The goal is to find a sequence of algebraic steps such that $L \to E$. 5. Common operations include expanding, factoring, simplifying, or rearranging terms. 6. Without specific expressions, the general approach is: - Identify terms on both sides. - Apply inverse operations to the left side to match the right side. - Use properties like distributive, associative, and commutative laws. 7. If you provide the exact expressions, I can show detailed steps to transform the left side into the right side.