Ana ate 5 more strawberries than Brian. If A represents the strawberries that Ana ate and \( B \) represents the strawberries that Brian ate, which of the following equations is true? \[ A=8-5 \] \( A=B=5 \) \( A=B+6 \)

Let's analyze the problem step by step. 1. **Extract Known Conditions:** - Ana ate 5 more strawberries than Brian. - Let \( A \) represent the number of strawberries Ana ate. - Let \( B \) represent the number of strawberries Brian ate. 2. **Translate the Condition into an Equation:** - The statement "Ana ate 5 more strawberries than Brian" can be expressed mathematically as: \[ A = B + 5 \] 3. **Evaluate the Given Options:** - \( A = 8 - 5 \): This simplifies to \( A = 3 \), which does not represent the relationship correctly. - \( A = B = 5 \): This implies both ate 5 strawberries, which contradicts the condition that Ana ate more than Brian. - \( A = B + 6 \): This implies Ana ate 6 more strawberries than Brian, which is also incorrect. 4. **Conclusion:** None of the provided equations correctly represent the relationship that Ana ate 5 more strawberries than Brian. The correct equation should be \( A = B + 5 \). If you have any further questions or need additional assistance, feel free to ask!