Question
Write an algebraic expression that describes the total cost for a single order of x, cartridges.
Hint: use the table to help you write the expression
19(1) + 7.50
Hint: use the table to help you write the expression
19(1) + 7.50
Answers
GPT-4o mini
To write an algebraic expression that describes the total cost for a single order of \( x \) cartridges based on the hint provided, we can break it down as follows:
From the hint, it seems that the first part of the total cost is 19 times 1 (which likely represents a base fee or charge), and the second part is an additional cost of $7.50.
If we assume that each cartridge costs $19 and there is also a flat fee of $7.50 for processing or shipping, then the cost for \( x \) cartridges can be calculated as:
1. **Cost of \( x \) cartridges**: \( 19x \)
2. **Flat fee**: \( 7.50 \)
Thus, the total cost \( C \) for an order of \( x \) cartridges can be expressed as:
\[
C = 19x + 7.50
\]
This expression gives the total cost for ordering \( x \) cartridges including any fixed fees.
From the hint, it seems that the first part of the total cost is 19 times 1 (which likely represents a base fee or charge), and the second part is an additional cost of $7.50.
If we assume that each cartridge costs $19 and there is also a flat fee of $7.50 for processing or shipping, then the cost for \( x \) cartridges can be calculated as:
1. **Cost of \( x \) cartridges**: \( 19x \)
2. **Flat fee**: \( 7.50 \)
Thus, the total cost \( C \) for an order of \( x \) cartridges can be expressed as:
\[
C = 19x + 7.50
\]
This expression gives the total cost for ordering \( x \) cartridges including any fixed fees.