7. Adam bought granola bars at the store. The expression $$ 6 p+5 n $$ gives the number of bars in $$ p $$ boxes of plain granola bars and $$ n $$ boxes of granola bars with nuts. What are the terms of the expression?

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To identify the terms of the expression $$ 6p + 5n $$, we can break it down as follows:

1. **Understanding the expression**: The expression consists of two parts, which are the terms. Each term is a product of a coefficient and a variable.

2. **Identifying the terms**:
   - The first term is $$ 6p $$, where $$ 6 $$ is the coefficient and $$ p $$ is the variable representing the number of boxes of plain granola bars.
   - The second term is $$ 5n $$, where $$ 5 $$ is the coefficient and $$ n $$ is the variable representing the number of boxes of granola bars with nuts.

Thus, the terms of the expression $$ 6p + 5n $$ are:

- $$ 6p $$
- $$ 5n $$

In summary, the expression has two terms: $$ 6p $$ and $$ 5n $$.
The terms of the expression $$ 6p + 5n $$ are $$ 6p $$ and $$ 5n $$.

7. Adam bought granola bars at the store. The expression \( 6 p+5 n \) gives the number of bars in \( p \) boxes of plain granola bars and \( n \) boxes of granola bars with nuts. What are the terms of the expression?

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