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To find your fair share of 84 cupcakes within a team of 7 people, you simply need to divide the total number of cupcakes by the number of people.

\[
\frac{84 \, \text{cupcakes}}{7 \, \text{people}} = 12 \, \text{cupcakes}
\]

So, your fair share of the 84 cupcakes is **12 cupcakes**.

Would you like more details or have any questions?

Here are five related questions:
1. How would the fair share change if the team had 8 people instead of 7?
2. What if the total number of cupcakes was increased to 100—what would be your new share?
3. Can the concept of a "fair share" apply to other divisible items like money or tasks? How?
4. What mathematical operation are you using to divide things evenly among a group?
5. How would you calculate the share if the number of cupcakes were a decimal value?

**Tip:** In problems involving equal distribution, dividing the total by the number of parts (people, groups, etc.) gives each person’s share!

I'm on a team of 7 people and we told our teacher that together we could eat 84 Harmonic cupcakes. So I'd like to buy my fair share of that 84.

Learn how to divide 84 cupcakes equally among 7 people to find your fair share. This basic division problem demonstrates the concept of equal distribution, suitable for students in Grades 5-6.

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