Bhavika shares 990 grams of cookies equally among themselves and 5 friends. Each person leaves behind 27 grams of cookies. How many grams did each person eat?

To determine how many grams of cookies each person ate, we can break the problem into steps:

1. **Total number of people**: Bhavika and 5 friends means there are \( 1 + 5 = 6 \) people.

2. **Total cookies per person before leaving behind cookies**: The cookies are shared equally among the 6 people. Therefore, the amount of cookies each person initially receives is:
   \[
   \frac{990}{6} = 165 \, \text{grams}.
   \]

3. **Cookies eaten by each person**: Each person leaves behind 27 grams. So, the amount of cookies each person eats is:
   \[
   165 - 27 = 138 \, \text{grams}.
   \]

Thus, each person ate **138 grams** of cookies.

Would you like more details or have any questions?

Here are 5 related questions to consider:
1. What if Bhavika shared 1200 grams of cookies instead?
2. How many total grams of cookies were left behind by all 6 people?
3. If only 4 friends shared the cookies, how much would each eat after leaving 27 grams behind?
4. How many grams of cookies would each person eat if no one left any cookies behind?
5. What if each person left behind 15 grams instead of 27?

**Tip**: When dividing a quantity equally, always check if there is a remainder in case further rounding or adjustments are needed!

Solve Bhavika's cookie-sharing problem: 990 grams of cookies are shared among 6 people, with each person leaving behind 27 grams. Learn how to calculate how many grams each person ate through division and subtraction. Suitable for Grades 4-6.

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