1. The problem is to understand how to simplify and work on twisted or complicated math questions. 2. When a question seems twisted, start by carefully reading it to identify what is being asked. 3. Break the problem into smaller parts or steps to handle each piece separately. 4. Use known formulas or rules related to the topic; for example, in algebra, use distributive property, factoring, or combining like terms. 5. Rewrite the problem in simpler terms or expressions if possible. 6. Work through each step methodically, showing all intermediate calculations. 7. Check your work at each step to avoid mistakes. 8. Practice with similar problems to build confidence in handling complex questions.