\( 32 / 6+65 / 6= \)

When you combine the fractions \( \frac{32}{6} \) and \( \frac{65}{6} \), you can simply add the numerators since they share the same denominator. So, \( \frac{32 + 65}{6} = \frac{97}{6} \). This makes the result a bit tricky as it’s an improper fraction, which can also be expressed as \( 16\frac{1}{6} \) when converted to a mixed number. What’s really fun about fractions is that they often pop up in real-life scenarios, like cooking or crafting. For example, if you’re halving a recipe that calls for \( \frac{32}{6} \) cups of sugar, knowing how to manipulate fractions will ensure your dessert isn't too sweet—or not sweet enough!