Ramona ate 46 graham crackers. Raul ate 38 graham crackers. Which equation represents how to find the difference between the number of graham crackers $$ (g) $$ eaten by Ramona and Raul?

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To find the difference in the number of graham crackers eaten by Ramona and Raul, you can set up the equation as follows:

$$
g = 46 - 38
$$

**Explanation:**
- **Ramona ate:** 46 graham crackers
- **Raul ate:** 38 graham crackers
- **Difference (g):** Subtract the number Raul ate from the number Ramona ate.

So, the equation representing the difference $$ g $$ is:
$$
g = 46 - 38
$$

After calculating:
$$
g = 8
$$
This means Ramona ate **8 more** graham crackers than Raul.

**Final Equation:**
$$
g = 46 - 38
$$
The equation to find the difference is $$ g = 46 - 38 $$.

Ramona ate 46 graham crackers. Raul ate 38 graham crackers. Which equation represents how to find the difference between the number of graham crackers \( (g) \) eaten by Ramona and Raul?

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