https://file.aiquickdraw.com/mathbot/file/1725944001373g40em6va.jpg

Let's go over the questions and the content shown in your image.

### Problem Breakdown:
1. **Table Completion (Question a)**:
   - You are asked to complete the table by adding the values of **raisins (r)** and **peanuts (p)** to calculate the **total amount of snack mix (t)** for each row.
   - For example, in the first row, you're adding \( \frac{3}{1/2} + \frac{5}{1/4} \).
   
2. **Write an Equation for Raisins and Peanuts (Question b)**:
   - You need to write an equation that represents the relationship between the **total amount of snack mix** and the **number of cups of raisins**. This is likely asking for a linear relationship equation in the form \( t = m \cdot r + b \) (where \(t\) represents the total, and \(r\) represents raisins).

3. **Write an Equation for Peanuts (Question c)**:
   - Similar to the above, you need to write an equation describing the relationship between the **total amount of snack mix** and the **number of cups of peanuts**.

### Initial Table Analysis:
From what I can see in the image, you have some fractions in the columns for **raisins** and **peanuts** (like \( \frac{3}{1/2} \), \( \frac{5}{1/4} \)) and are trying to sum them. I noticed handwritten calculations alongside each row, helping you complete the table.

Would you like to go through the specific steps to complete the table, or should I walk you through one of the equation-writing parts for **b** or **c**?

Also, let me know if you want a breakdown of the table calculations!

Complete the table to find the proportional relationship between the total amount of snack mix and the number of cups of raisins and peanuts. Write equations to describe these relationships.

Learn how to complete a table representing the proportional relationship between the total amount of snack mix and the number of cups of raisins and peanuts. Includes step-by-step solutions and equations for describing these relationships. Suitable for students in Grades 7-8.

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