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The image provided contains a table showing the number of packages of chocolate chip and oatmeal raisin cookies brought by Jeremiah to student council meetings at Roosevelt High, along with the total number of cookies in each month (February and March).

Here’s the breakdown from the table:

- **February:**
  - Chocolate chip: 3 packages
  - Oatmeal raisin: 2 packages
  - Total number of cookies: 116 cookies

- **March:**
  - Chocolate chip: 4 packages
  - Oatmeal raisin: 1 package
  - Total number of cookies: 128 cookies

To solve any further questions, we would typically need to find out the number of cookies in each package for both chocolate chip and oatmeal raisin cookies.

Would you like to solve for the number of cookies per package or do you have a different question related to this data?

Here are 5 related questions you might be interested in:

1. How many cookies are there in each package of chocolate chip cookies?
2. How many cookies are there in each package of oatmeal raisin cookies?
3. If Jeremiah brought 5 packages of chocolate chip and 3 packages of oatmeal raisin cookies in April, how many total cookies would that be?
4. What is the ratio of chocolate chip to oatmeal raisin cookies in February?
5. What would be the total number of cookies if Jeremiah brought the same number of packages in both months combined?

**Tip:** When you have total quantities and a mix of different items, you can set up equations to determine the quantity of each item.

Jeremiah is on the student council at Roosevelt High. He is in charge of bringing refreshments for the monthly meetings. The table shows how many packages of chocolate chip cookies and how many packages of oatmeal raisin cookies he brought to two of the meetings. Calculate the number of cookies in each package for both types of cookies.

Learn how to calculate the number of cookies per package from a table showing total cookies for two different types of cookies. Understand the use of algebra and systems of equations to solve real-world problems, suitable for students in Grades 5-7.

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