A grocery store is running a special on frozen dinners. If a customer buys a family-size dinner for \( \$ 8 \), he or she can buy any number of single-serve dinners for just \( \$ 2 \) apiece. Write an equation that shows how the total cost, \( y \), depends on the number of single-serve dinners purchased, \( x \). Do not include dollar signs in the equation. \( y=\square \)

y = 8 + 2x This equation captures the total cost where \( y \) is the overall price, \( 8 \) represents the cost of the family-size dinner, and \( 2x \) accounts for the cost of the single-serve dinners based on how many ( \( x \) ) are purchased. The flexibility in buying any number of individual meals makes this a convenient option for families or individuals looking for quick meal solutions! In real life, grocery sales like this not only help you save money but also make meal planning more convenient. For instance, buying a family-size dinner for a group or family gathering, paired with several single-serve options for leftovers or single meals, can really assist in keeping things easy yet delicious—especially during those busy weeknights!