1. The problem is to understand what it means to "condense the solution." 2. In mathematics, condensing a solution typically means simplifying it to its most compact and clear form without losing any essential information. 3. For example, if you have a long algebraic expression, condensing it involves combining like terms, factoring, or using identities to write it more succinctly. 4. If the solution involves multiple steps, condensing might mean summarizing those steps into a concise formula or final expression. 5. Without a specific problem given, the best approach is to take the detailed solution and rewrite it in a simpler, shorter form that still fully answers the question. 6. If you provide a specific solution or problem, I can help condense it precisely.