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? \[ A=8-5 \] \( A=B=5 \) \( A=B+6 \)

If Ana ate 5 more strawberries than Brian, the equation that captures this relationship correctly is \( A = B + 5 \). However, the option \( A = B + 6 \) suggests that there are 6 more strawberries, which is incorrect. So if we use the relationship we know, it's clear that A must equal B plus the additional 5 strawberries she ate. In real-world terms, let's say Ana and Brian are having a fruit feast. If Brian munches on 3 strawberries, Ana, being the competitive eater she is, would devour 8 strawberries! It's a fun way to visualize how small additions can change the equation—just like the joy of sharing snacks and good company!