1. **Problem Statement:** Prove that the right-hand side equals the left-hand side. 2. **Understanding the Problem:** This is a general statement asking to prove an equality between two expressions, typically written as: $$\text{LHS} = \text{RHS}$$ 3. **Approach:** To prove this, we need to start from one side (usually the left-hand side) and manipulate it using algebraic rules, identities, or substitutions until it matches the other side. 4. **Step-by-step Proof:** - Identify the expressions on both sides. - Simplify each side separately if needed. - Use algebraic operations such as addition, subtraction, multiplication, division, factoring, expanding, or applying known identities. - Show each transformation clearly. 5. **Conclusion:** Once both sides are shown to be identical through valid steps, the equality is proven. **Note:** Since the exact expressions for the left-hand side and right-hand side are not provided, this is the general method to prove such equalities. If you provide the specific expressions, I can help with a detailed proof.