Kendall bought 6 notebooks and 3 pens for a total of .
The cost of one notebook is more than the cost of one pen.
What is the combined cost of one notebook and one pen?
Enter a numerical value in the space below.
The cost of one notebook and one pen is

Ask by Mcdonald Jimenez. in the United States

Jan 24,2025

Question

Kendall bought 6 notebooks and 3 pens for a total of .
The cost of one notebook is more than the cost of one pen.
What is the combined cost of one notebook and one pen?
Enter a numerical value in the space below.
The cost of one notebook and one pen is

Ask by Mcdonald Jimenez. in the United States

Jan 24,2025

UpStudy AI · Accepted Answer

To solve the problem, let's define:

- Let $$ p $$ be the cost of one pen.
- Then, the cost of one notebook is $$ p + \$1.50 $$.

Given that Kendall bought 6 notebooks and 3 pens for a total of \$27, we can set up the equation:

$$
6(p + 1.50) + 3p = 27
$$

Simplifying the equation:

$$
6p + 9 + 3p = 27 \
9p + 9 = 27 \
9p = 18 \
p = 2
$$

So, the cost of one pen is \$2, and the cost of one notebook is:

$$
2 + 1.50 = \$3.50
$$

The combined cost of one notebook and one pen is:

$$
2 + 3.50 = \$5.50
$$

**Answer:**  
5.50
The combined cost of one notebook and one pen is \$5.50.