https://file.aiquickdraw.com/mathbot/file/17303238175348kftfo9g.jpg

Let's break down the problem:

1. Gabe's spending at one store is represented by the expression $ 13.48x + 22 $, where $ x $ is the number of items he bought.
2. He also spends an additional $30 at another store.

### Step 1: Formulate the total spending expression
The total amount Gabe spent at the mall can be represented by adding both amounts:
\[
13.48x + 22 + 30
\]

### Step 2: Simplify the expression
Combine the constants (22 and 30):
\[
13.48x + 52
\]

So, the expression representing the total amount Gabe spent is:
\[
13.48x + 52
\]

### Step 3: Estimate the total if Gabe bought 6 items
To find the amount spent when $ x = 6 $:
\[
13.48(6) + 52
\]
\[
= 80.88 + 52
\]
\[
= 132.88
\]

Therefore, if Gabe bought 6 items, he would spend approximately **$132.88**.

Would you like more details, or do you have any questions?

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### Additional Questions to Explore:
1. What would Gabe’s total be if he bought 10 items instead?
2. How much more would Gabe spend if the price per item increased by $1?
3. If Gabe bought only 3 items, how much would he spend in total?
4. What is the minimum Gabe could spend if he bought only one item?
5. How would the expression change if the additional store charge was $40 instead of $30?

#### Tip:
When working with expressions, combining like terms (such as constants) simplifies the final result.

Gabe goes to the mall. If x is the number of items he bought, the expression 13.48x + 22 gives the amount he spent in dollars at one store. Then he spent 30 dollars at another store. Find the expression which represents the amount Gabe spent at the mall. Then estimate how much Gabe spent if he bought 6 items.

Learn how to create an expression to calculate total spending at the mall based on the number of items purchased. This example simplifies the expression and estimates spending for a given number of items. Suitable for Grades 6-8.

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